ГОСТ Р 51318.12-99
(СИСПР 12-97)
Группа Э02
ОКС 33.100
ОКСТУ 0020
Дата введения 2002-01-01
1 РАЗРАБОТАН Ленинградским отраслевым научно-исследовательским институтом радио (ЛОНИИР) и Техническим комитетом по стандартизации в области электромагнитной совместимости технических средств (ТК 30)
ВНЕСЕН Техническим комитетом по стандартизации в области электромагнитной совместимости технических средств (ТК 30)
2 ПРИНЯТ И ВВЕДЕН В ДЕЙСТВИЕ Постановлением Госстандарта России от 22 декабря 1999 г. N 656-ст
3 Настоящий стандарт содержит аутентичный текст международного стандарта СИСПР 12 (1997-06), изд.4 "Самоходные средства, моторные лодки и устройства, приводимые в движение двигателем с искровым зажиганием. Характеристики радиопомех. Нормы и методы измерений" с дополнительными требованиями, отражающими потребности экономики страны
4 ВВЕДЕН ВПЕРВЫЕ
1 Область применения
Настоящий стандарт распространяется на:
а) самоходные средства, приводимые в движение двигателями внутреннего сгорания, электродвигателями или теми и другими;
б) моторные лодки, приводимые в движение двигателями внутреннего сгорания, электродвигателями или теми и другими.
Примечание - В настоящем стандарте моторные лодки рассматриваются как подгруппа самоходных средств, если не указаны иные требования;
в) устройства, имеющие двигатели внутреннего сгорания с искровым зажиганием.
Стандарт устанавливает нормы узкополосных и широкополосных индустриальных радиопомех (далее в тексте - ИРП) от указанных самоходных средств и устройств и соответствующие методы испытаний.
Требования настоящего стандарта обеспечивают защиту приема сигналов радио- и телевизионного вещания от ИРП в полосе частот от 30 до 1000 МГц в жилых, коммерческихзонах и производственных зонах с малым энергопотреблением.
Примечание - Отнесение мест размещения технических средств к жилым, коммерческим зонам и производственным зонам с малым энергопотреблением - в соответствии с ГОСТ Р 51317.6.3.
Соответствие требованиям настоящего стандарта может не обеспечить адекватную защиту для средств радиосвязи новых видов, применяемых на расстоянии менее 10 м от самоходного средства или устройства в жилых, коммерческих зонах и производственных зонах с малым энергопотреблением.
Настоящий стандарт не распространяется на самолеты, системы с электротягой (железнодорожный электротранспорт, трамвай и троллейбус) и на неукомплектованные самоходные средства.
Примечание - Защита от ИРП автомобильных радиовещательных приемников, используемых на борту самоходного средства, которое рассматривается как источник ИРП, относится к области применения ГОСТ 28279.
Требования настоящего стандарта являются обязательными.
Содержание стандарта СИСПР 12-97 набрано прямым шрифтом, дополнительные требования к стандарту СИСПР 12-97, отражающие потребности экономики страны, -курсивом.
2 Нормативные ссылки
В настоящем стандарте использованы ссылки на следующие стандарты:
ГОСТ 8.560-94 ГСИ. Государственная поверочная схема для средств измерений напряженности электрического поля в диапазоне частот 0,0003-1000 МГц
ГОСТ Р 8.563-96 ГСИ. Методики выполнения измерений
ГОСТ 14777-76 Радиопомехи индустриальные. Термины и определения
ГОСТ 28279-89 Совместимость электромагнитная электрооборудования автомобиля и автомобильной бытовой радиоэлектронной аппаратуры. Нормы и методы измерений
ГОСТ 30372-95/ГОСТ Р 50397-92 Совместимость технических средств электромагнитная. Термины и определения
ГОСТ Р 51319-99 Совместимость технических средств электромагнитная. Приборы для измерения индустриальных радиопомех. Технические требования и методы испытаний
ГОСТ Р 51320-99 Совместимость технических средств электромагнитная. Методы испытаний технических средств - источников индустриальных радиопомех
3 Определения
В настоящем стандарте используют термины, установленные в ГОСТ 14777, ГОСТ 30372/ГОСТ Р 50397, ГОСТ Р 51319, а также следующие.
3.1 Самоходное средство - машина, которая сама приводится в движение. Примерами самоходных средств являются легковые автомобили, грузовики, автобусы, мопеды, сельскохозяйственные тракторы, погрузочно-разгрузочное оборудование, аэросани и т.п.
3.2 Устройство - машина, которая не приводится в движение сама. Примерами устройств являются цепные бензопилы, ирригационные насосы, воздушные компрессоры, газонокосилки, стационарные или передвижные бетономешалки и т.п.
3.3 Импульсные ИРП от системы зажигания - мешающее излучение электромагнитной энергии, которое в основном является импульсным, создаваемое системой зажигания самоходного средства или устройства с двигателем внутреннего сгорания.
3.4 Помехоподавляющее устройство системы зажигания - часть высоковольтной цепи системы зажигания, предназначенная для ограничения излучения импульсных ИРП от системы зажигания.
3.5 Резистивная щетка распределителя - резистивная зажимная щетка в крышке распределителя системы зажигания.
3.6 Искровой разряд - разряд энергии, накопленной в катушке системы зажигания, в дуге на электродах свечи зажигания.
3.7 Высоковольтный резистивный кабель системы зажигания - кабель системы зажигания, проводник которого имеет высокое сопротивление.
4 Нормы ИРП
4.1 Определение необходимых норм
Если тип ИРП, создаваемых испытуемым оборудованием (ИО), неизвестен, то для выбора необходимых норм ИРП и определения соответствия нормам используют алгоритм, приведенный на рисунке 1.
Рисунок 1 - Пример алгоритма определения соответствия нормам ИРП
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* При ширине полосы пропускания такой же, как при использовании пикового детектора
Рисунок 1 - Пример алгоритма определения соответствия нормам ИРП
4.2 Широкополосные ИРП
На рисунке 2 в табличной и графической форме приведены нормы широкополосных ИРП. Для испытаний выбирают только одну ширину полосы пропускания из перечисленных. В полосе частот 75-400 МГц напряженность поля ИРП на частоте измерений вычисляют по формулам, приведенным на рисунке 2. При измерениях на расстоянии 3 м к норме добавляют 10 дБ.
Рисунок 2 - Нормы широкополосных ИРП для расстояния 10 м
Норма L в децибелах относительно 1 мкВ/м на частоте f в мегагерцах![](data:image/gif;base64,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)
Примечания
1 Относительно самоходных средств, оснащенных электродвигателями, см. 5.3.2.2.
2 Относительно измерений с использованием пикового детектора см. 5.5.3.
3 Коэффициент корреляции между результатами измерений с использованием квазипикового и пикового детекторов составляет плюс 20 дБ при ширине полосы пропускания 120 кГц.
4 Нормы для полосы частот от 1 до 18 ГГц находятся на рассмотрении
Рисунок 2 - Нормы широкополосных ИРП для расстояния 10 м
4.3 Узкополосные ИРП
Нормы узкополосных ИРП приведены на рисунке 3. Норму применяют при измерениях с использованием пикового или квазипикового детектора. При измерениях на расстоянии 3 м к норме добавляют 10дБ.
Рисунок 3 - Нормы узкополосных ИРП для расстояния 10 м
![](data:image/gif;base64,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Примечание - Нормы для полосы частот от 150 кГц до 30 МГц находятся на рассмотрении
Рисунок 3 - Нормы узкополосных ИРП для расстояния 10 м
5 Методы испытаний
Конкретные методики измерений, используемые при испытаниях, должны быть аттестованы в соответствии с ГОСТ Р 8.563.
Примечание - Методы измерений в полосе частот от 1 до 18 ГГц находятся на рассмотрении.
5.1 Требования к приборам для измерения ИРП
5.1.1 Измеритель ИРП
5.1.1.1 Тип
Измерительный прибор должен удовлетворять требованиям ГОСТ Р 51319. Применяют либо ручную, либо автоматическую перестройку частоты. Необходимо особо учитывать перегрузку, линейность, избирательность и импульсную характеристику.
Примечание - Для измерения ИРП применяют анализаторы спектра и сканирующие приемники. Применение пикового детектора в анализаторах спектра и сканирующих приемниках обеспечивает показание на дисплее, которое никогда не бывает меньше, чем показание квазипикового детектора при той же ширине полосы пропускания. Допускается проводить измерения ИРП с использованием пикового детектора, так как он позволяет осуществить более быстрое сканирование по частоте, чем это возможно при использовании квазипикового детектора.
Если для экономии времени применяют пиковый детектор и нормы на квазипиковые значения напряженности поля ИРП, то результаты измерений на уровне нормы ИРП или превышающие ее (при представлении на испытания одного образца) проверяют с использованием квазипикового детектора.
5.1.1.2 Минимальное время сканирования
Скорость сканирования по частоте анализатора спектра или сканирующего приемника выбирают применительно к полосе частот измерений и соответствующему детектору. Минимальное время сканирования приведено в таблице 1.
Таблица 1 - Минимальное время сканирования
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|
|
Полоса частот, МГц
|
Измерения с применением пикового детектора
|
Измерения с применением квазипикового детектора
|
0,15-30
|
100 мс/МГц
|
200 с/МГц
|
30-1000
|
1 мс/МГц
|
20 с/МГц
|
Примечание - Для определенных импульсных ИРП (например, с низкой частотой повторения) могут потребоваться более низкие скорости сканирования или многократный просмотр полосы частот, чтобы гарантировать измерение максимального значения
|
5.1.1.3 Ширина полосы измерителя ИРП
Ширину полосы пропускания выбирают такой, чтобы уровень собственных шумов был не менее чем на 6 дБ ниже нормы ИРП. Рекомендуется использовать полосы пропускания, приведенные в таблице 2.
Таблица 2 - Рекомендуемая ширина полосы пропускания измерителя ИРП (на уровне 6 дБ)
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|
|
|
|
Полоса частот, МГц
|
Широкополосные ИРП, пиковый детектор, кГц
|
Широкополосные ИРП, квазипиковый детектор, кГц
|
Узкополосные ИРП, пиковый детектор, кГц
|
Узкополосные ИРП, детектор средних значений, кГц
|
0,15-30
|
9
|
9
|
9
|
9
|
30-1000
|
120
|
120
|
120
|
120
|
Если для измерений с применением пикового детектора применяют анализатор спектра, то ширина полосы пропускания для видеосигнала должна быть, по крайней мере, в три раза больше полосы разрешения.
5.1.2 Типы антенн
5.1.2.1 Измерительная антенна
5.1.2.1.1 Полоса частот от 150 кГц до 30 МГц
Используют несимметричный вертикальный вибратор по ГОСТ Р 51319.
5.1.2.1.2 Полоса частот от 30 до 1000 МГц
Используют симметричный вибратор по ГОСТ Р 51319.
5.1.2.2 Широкополосные антенны (для полосы частот от 30 до 1000 МГц)
Допускается использовать широкополосные антенны по ГОСТ Р 51319.
5.1.3 Калибровка
Калибровка производится в соответствии с требованиями ГОСТ 8.560.
5.1.3.1 Полоса частот от 150 кГц до 30 МГц
Не применяют.
5.1.3.2 Полоса частот от 30 до 1000 МГц
Не применяют.
5.1.4 Погрешность измерения
Схема измерения, состоящая из антенны, коаксиального кабеля и измерителя ИРП должна обеспечивать измерение напряженности электрического поля в полосе частот от 30 до 1000 МГц с погрешностью ±3 дБ (см. ГОСТ Р 51319). Погрешность установки частоты должна быть не более ±1%.
5.1.5 Воспроизводимость
Должна быть обеспечена воспроизводимость испытаний, которую периодически проверяют; входные/выходные характеристики приборов для измерения ИРП проверяют через более короткие интервалы времени.
Примечание - При проведении измерений напряженности электрического поля в полосе частот от 30 до 1000 МГц погрешность измерений может быть больше, чем ±3 дБ, из-за изменений проводимости земли и других факторов, влияющих на воспроизводимость испытаний.
5.2 Требования к месту проведения измерений
5.2.1 Требования к открытой измерительной площадке
5.2.1.1 Измерительная площадка должна представлять собой зону, свободную от предметов, отражающих электромагнитную энергию, в пределах окружности радиусом не менее 30 м, с центром в средней точке расстояния между самоходным средством или устройством и антенной (см. рисунок 4). Исключение, относящееся к приборам для измерения ИРП, приведено в 5.2.1.2.
Рисунок 4 - Измерительная площадка
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)
Примечание - В соответствии с 5.2.3.2 и 5.2.3.4 расстояние (10,0±0,2) м может быть изменено на (3,00±0,05) м
Рисунок 4 - Измерительная площадка
Примечание - Требования к открытой измерительной площадке, приведенные в 5.2.1.1 и на рисунке 4, представляют собой требования ГОСТ Р 51320 применительно к самоходным средствам значительного размера.
Самоходные средства и устройства длиной и шириной менее 2 м допускается испытывать на открытой измерительной площадке, размеры которой соответствуют ГОСТ Р 51320.
Открытая измерительная площадка должна быть аттестована в соответствии с требованиями ГОСТ Р 51320.
5.2.1.2 Измерительная аппаратура, а также строение или самоходное средство, в котором размещена измерительная аппаратура, могут находиться в пределах измерительной площадки в зоне Б, указанной на рисунке 4.
Измерительную аппаратуру не допускается размещать в зоне А (см. рисунок 4).
5.2.1.3 Требования к посторонним радиопомехам
Чтобы гарантировать отсутствие посторонних радиопомех, которые могут существенным образом повлиять на результаты испытаний, проводят дополнительные измерения испытуемого самоходного средства или устройства без работающего двигателя до и после основного испытания. При обоих измерениях уровень посторонних радиопомех (за исключением сигналов радио- и телевизионного вещания, которые известны) должен быть ниже норм ИРП, приведенных в разделе 4, не менее чем на 6 дБ.
Примечание - Относительно дальнейшего руководства см. ГОСТ Р 51320.
5.2.2 Требования к безэховой экранированной камере
5.2.2.1 Корреляция результатов
Безэховые камеры используют в случае, если полученные результаты могут коррелироваться с результатами, получаемыми на открытой измерительной площадке при обеспечении требований, приведенных в 5.2.1.
Примечания
1 Безэховые камеры имеют преимущества, так как испытания можно проводить при любой погоде, электромагнитная обстановка в камере контролируется и вследствие стабильности электрических характеристик камеры улучшается воспроизводимость испытаний.
2 Безэховая камера должна быть аттестована в соответствии с требованиями ГОСТ Р 51320.
5.2.2.2 Требования к уровню посторонних радиопомех
Уровень посторонних радиопомех должен быть ниже норм ИРП, приведенных в разделе 4, не менее чем на 6 дБ. Уровень посторонних радиопомех проверяют периодически, а также в случае, когда существует подозрение их влияния на результаты испытаний.
5.2.3 Требования к расположению антенны
На каждой частоте измерений от 30 до 1000 МГц включительно измерения проводят при вертикальной и горизонтальной поляризации антенны (см. рисунки 5 и 6). В полосе частот от 150 кГц до 30 МГц измерения проводят только при вертикальной поляризации антенны.
Рисунок 5 - Расположение антенны при измерении ИРП - вертикальная поляризация
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)
Рисунок 5 - Расположение антенны при измерении ИРП - вертикальная поляризация
Рисунок 6 - Расположение антенны при измерении ИРП - горизонтальная поляризация
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)
Рисунок 6 - Расположение антенны при измерении ИРП - горизонтальная поляризация
Должно быть исключено электрическое взаимодействие между элементами антенны и элементами системы крепления антенны и линией передачи.
Примечание - Один из приемлемых способов расположения коаксиального кабеля для симметричного вибратора предполагает его прокладку горизонтально за антенной на расстоянии 6 м при высоте 3 м (или 1,8 м при измерительном расстоянии 3 м) до места его снижения к уровню земли или ниже. Допустимы и иные способы расположения коаксиального кабеля, при которых кабель не влияет на результаты измерений или эти влияния могут быть учтены при калибровке.
5.2.3.1 Высота антенны
В полосе частот от 30 до 1000 МГц включительно и при измерительном расстоянии 10 м центр антенны располагают на высоте (3,00±0,05) м над поверхностью земли/пола или водной поверхностью (см. рисунок 7). При измерительном расстоянии 3 м высота должна быть (1,80±0,05) м.
Рисунок 7 - Измерительная площадка для моторных лодок
![](data:image/gif;base64,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)
Примечание - Расстояние по горизонтали измеряется от центра диполя до ближайшей части установки на воде (или двигателя, если он испытывается отдельно)
* Расстояние (10,0±0,2) м допускается изменять на (3,00±0,05) м; в соответствии с 5.2.3.2 и 5.2.3.4 изменяют норму и место установки антенны
Рисунок 7 - Измерительная площадка для моторных лодок
В полосе частот от 150 кГц до 30 МГц горизонтальный противовес антенны располагают на земле/полу.
5.2.3.2 Расстояние
Антенну располагают на расстоянии (10,0±0,2) м по горизонтали от ближайшей металлической части самоходного средства или устройства; допускается проводить измерения на расстоянии (3,00±0,05) м, если выполняются требования 5.2.3.4.
5.2.3.3 Вспомогательные антенны (несколько антенн)
5.2.3.3.1 Полоса частот от 150 кГц до 30 МГц
Допускается использовать несимметричный вертикальный вибратор с каждой стороны самоходного средства.
5.2.3.3.2 Полоса частот от 30 до 1000 МГц
Допускается использовать вспомогательные антенны, но если две антенны расположены напротив друг друга, одна из них должна быть вертикально поляризованной, а другая - горизонтально.
Требование к измерительной площадке, приведенное в 5.2.1.1, также применяют к средней точке расстояния между самоходным средством или устройством и вспомогательной(ыми) антенной(ами).
5.2.3.4 Несколько местоположений антенны (только для измерительного расстояния 3 м)
Если длина самоходного средства или устройства больше ширины луча антенны на уровне 3 дБ при измерительном расстоянии 3 м, антенну устанавливают в нескольких местах. При измерениях используют одни и те же местоположения антенн для горизонтальной и вертикальной поляризаций.
Примечания
1 Стандартная логопериодическая антенна имеет ширину луча на уровне 3 дБ приблизительно 60 град. При расстоянии 3 м это приводит к распределению поля приблизительно на 3,5 м, например, по 1,75 м в обе стороны от центра симметрии антенны. Таким образом, для самоходного средства длиной 7 м требуется три местоположения антенны с каждой стороны для определения уровня ИРП от данного самоходного средства.
2 Упрощенные методы измерений с уменьшенным количеством местоположений антенны для некоторых размеров и конфигураций привода самоходных средств находятся на рассмотрении.
5.3 Условия проведения испытаний
5.3.1 Климатические условия
5.3.1.1 Измерения в сухих условиях
При сертификационных испытаниях, проводимых при сухом самоходном средстве или устройстве, или не менее чем через 10 мин после прекращения дождя, пользуются нормами, приведенными на рисунках 2 и 3.
Для двигателей и устройств, расположенных вне борта моторной лодки, все поверхности, которые при обычной нормальной работе не находятся в контакте с водой, должны быть сухими.
5.3.1.2 Измерения во влажных условиях
Если обстоятельства требуют проведения сертификационных испытаний во время выпадения осадков или в течение 10 мин после их прекращения, самоходное средство или лодку считают соответствующими требованиями настоящего стандарта, если измеренные уровни ИРП не превышают уровня, приведенного на рисунках 2 и 3, более чем на 10 дБ.
В спорном случае измерения проводят в сухих условиях.
Соответствие нормам, установленное при измерениях во влажных условиях (и в спорном случае, приведенном в 5.3.1.2), остается в силе до того момента, когда оно будет оспорено и проведение измерений в сухих условиях докажет несоответствие. В этом случае не требуется модификации самоходных средств, устройств или моторных лодок, проданных в течение периода времени, когда соответствие считалось справедливым.
Если соответствие нормам установлено на основе измерений во влажных условиях, необходимо уделить особое внимание надзору за серийным производством.
Примечание - Роса или небольшая влажность могут значительно влиять на показания приборов, имеющих пластмассовые корпуса.
5.3.2 Самоходные средства
Измерения проводят слева и справа от самоходного средства (см. рисунки 5 и 6).
Все оборудование, которое включается автоматически с включением системы привода, измеряют во время работы, осуществляемой таким образом, что она может считаться (насколько это возможно) нормальной работой. Двигатель должен иметь нормальную рабочую температуру.
Различные системы привода в одном самоходном средстве испытывают отдельно.
5.3.2.1 В самоходных средствах, оснащенных двигателем внутреннего сгорания, частоту вращения вала двигателя устанавливают в соответствии с требованиями, приведенными в таблице 3.
Таблица 3 - Частота вращения вала двигателей внутреннего сгорания
|
|
|
Количество цилиндров
|
Метод измерения
|
|
Квазипиковый детектор
|
Пиковый детектор
|
Один
|
2500 об/мин
|
Выше скорости холостого хода
|
Более одного
|
1500 об/мин
|
То же
|
5.3.2.2 Самоходное средство с электродвигателем должно работать во время каждого измерения следующим образом:
- самоходное средство должно запускаться на динамометрическом стенде без нагрузки или на стенде для ведущего моста при постоянной скорости 20 км/ч или при максимальной скорости, если она меньше 20 км/ч.
Примечание - Регенеративное торможение находится на рассмотрении; - измерения должны проводиться только с применением пикового детектора.
5.3.2.3 Вспомогательные двигатели должны работать в нормальных рабочих режимах в соответствии со своим назначением и, если возможно, их испытывают отдельно от основного двигателя.
Данное требование в зависимости от местоположения вспомогательных двигателей может потребовать проведения нескольких испытаний самоходного средства с несколькими двигателями, последовательно устанавливаемыми перед антенной.
5.3.3 Устройства
Измерения проводят в направлении максимального излучения ИРП при нормальном(ых) рабочем(их) положении(ях), высоте(ах) и без нагрузки при скорости холостого хода. Там, где это осуществимо на практике, испытуемое устройство измеряют в трех ортогональных плоскостях.
В зависимости от ситуации необходимо учитывать следующие условия:
- если могут меняться рабочее положение и высота, испытуемое устройство располагают так, чтобы свеча зажигания была расположена на высоте (1,0±0,2) м над землей;
- оператор не должен присутствовать при испытаниях, но при необходимости должна производиться механическая подгонка, осуществляемая при помощи изоляционного материала (насколько это возможно) для фиксации устройства в нормальном(ых) положении(ях) и обеспечения установленной скорости двигателя.
5.3.4 Моторные лодки
Лодки с установленными внутри двигателями испытывают в соленой или пресной воде в соответствии с рисунком 7. Двигатель(ли) или мотор(ы) с приводом должны работать в условиях, приведенных в 5.3.2.
Измерительная площадка представляет собой открытую площадку, свободную от предметов, отражающих электромагнитную энергию, в пределах окружности с минимальным радиусом 30 м, измеряемым от средней точки расстояния между испытуемым двигателем и антенной. Исключения, касающиеся измерительной аппаратуры, приведены в 5.3.4.1 и 5.3.4.2. Относительно высоты антенны см. 5.2.3.
Измерительная площадка должна быть аттестована в соответствии с ГОСТ Р 51320.
При раздельном испытании двигатели, устанавливаемые внутри, на корме и снаружи, или моторы с приводом крепят к борту лодки или платформы из изоляционного материала и испытывают так же, как лодки с двигателем, расположенным внутри.
5.3.4.1 Измерительная аппаратура, размещаемая на суше
При размещении измерительной аппаратуры на суше строение или самоходное средство, если они используются для размещения измерительной аппаратуры, допускается располагать в пределах измерительной площадки в зоне Б, приведенной на рисунке 7. Если измерительная аппаратура не находится в строении или самоходном средстве, то ее допускается размещать в пределах измерительной площадки в зонах А, Б, приведенных на рисунке 7.
5.3.4.2 Измерительная аппаратура, размещаемая на воде
Измерительную аппаратуру устанавливают в лодке или на платформе из изоляционного материала, которые располагают в пределах измерительной площадки в зонах А, Б, приведенных на рисунке 7.
5.4 Частоты измерений
Напряженность поля ИРП измеряют в полосе частот от 30 до 1000 МГц для широкополосных и узкополосных ИРП.
5.5 Сбор данных
5.5.1 При испытаниях производят сканирование установленной полосы частот; измерения на отдельных частотах проводят только в случае испытаний в соответствии с 6.4.
5.5.2 Для статистической оценки результаты измерений широкополосных ИРП с применением квазипикового детектора выражают в децибелах относительно 1 мкВ/м.
5.5.3 Результаты измерений широкополосных ИРП с применением пикового детектора выражают по отношению к одной из полос пропускания, приведенных на рисунке 2 в децибелах относительно 1 мкВ/м / ширина полосы пропускания.
При измерениях широкополосных ИРП с применением пикового детектора нормы, представленные на рисунке 2, могут быть приведены к ширине полосы пропускания, отличной от 120 кГц или 1 МГц, путем прибавления коэффициента, равного 20
[ширина полосы пропускания (кГц)/120 кГц] или 20
[ширина полосы пропускания (МГц)/1 МГц].
5.5.4 Для статистической оценки результаты измерений узкополосных ИРП выражают в децибелах относительно 1 мкВ/м.
6 Обработка и оценка результатов испытаний
6.1 Оценка (общая)
6.1.1 Для оценки единичных самоходных средств или устройств используют полные данные, полученные в результате сканирования.
6.1.2 Для статистического анализа нескольких самоходных средств или устройств производят оценку в соответствии с требованиями, приведенными в приложении А.
6.2 Типовые испытания
6.2.1 Соответствие требованиям, приведенным в разделе 4, проверяют следующим образом.
6.2.1.1 Один образец
Измерения допускается проводить на одном образце самоходного средства или устройства из последней серии продукции. Результаты должны быть ниже норм, приведенных в разделе 4, не менее чем на 2 дБ.
6.2.1.2 Выборка образцов
Если испытывают выборку из нескольких образцов, то необходимо провести испытание пяти или более дополнительных самоходных средств или устройств, а результаты сложить с результатами испытания в 6.2.1.1. Результаты измерений в каждом частотном интервале (см. таблицу А.2 приложения А) оценивают на статистической основе в соответствии с приложением А. Результаты измерений на рекомендуемой частоте (см. таблицу А.2 приложения А) в каждом частотном интервале должны быть ниже норм, приведенных в разделе 4.
6.2.2 Некоторые различия в конструкции самоходных средств или устройств не оказывают существенного влияния на ИРП от системы зажигания. Для автотранспортных самоходных средств примеры таких различий приведены в приложении Б.
6.3 Надзор за серийным производством
6.3.1 Один образец
Результаты измерений одного самоходного средства или устройства могут быть выше норм, приведенных в разделе 4, не более чем на 2 дБ.
6.3.2 Выборка образцов
Если испытывают выборку из нескольких образцов, то необходимо провести испытание пяти или более дополнительных самоходных средств или устройств, а результаты сложить с результатами испытания в 6.3.1. Результаты измерений в каждом частотном интервале оценивают на статистической основе в соответствии с приложением А. Результаты измерений на рекомендуемой частоте в каждом частотном интервале могут быть выше норм, приведенных в разделе 4, не более чем на 2 дБ.
6.4 Быстрая проверка образца при доводочном испытании (только для широкополосных ИРП)
Для приближенной оценки уровней ИРП от самоходного средства или устройства с целью установления вероятности соответствия уровней ИРП нормам раздела 4 проводят выборочные испытания. В приложении А приведены рекомендуемые частоты.
6.5 Сертификационные испытания
Для сертификационных испытаний самоходных средств или устройств на соответствие нормам, установленным в настоящем стандарте, отбирают не менее пяти образцов. В обоснованных случаях по решению органа по сертификации число образцов может быть уменьшено. Самоходные средства или устройства единичного выпуска (импорта) испытывают на индивидуальной основе.
ПРИЛОЖЕНИЕ А (обязательное). Статистический метод оценки результатов измерений
ПРИЛОЖЕНИЕ А
(обязательное)
А.1 Размер выборки самоходных средств/устройств
Для того, чтобы гарантировать с достоверностью не менее 80%, что 80% производимых серийно самоходных средств/устройств соответствует норме
, должны выполняться следующие условия:
, (A.1)
где
- среднее значение результатов измерений по выборке из
самоходных средств/устройств;
, (A.2)
- отдельный результат;
- статистический коэффициент, зависящий от выборки
в соответствии с таблицей A.1;
Таблица A.1 - Размер выборки и статистические коэффициенты
|
|
|
|
|
|
|
|
![](data:image/gif;base64,R0lGODdhDQANAIABAAAAAP///ywAAAAADQANAEACF4yPGXCsAI1TtFrZrt5rzZdR09dEELkVADs=)
|
6
|
7
|
8
|
9
|
10
|
11
|
12
|
![](data:image/gif;base64,R0lGODdhDQARAIABAAAAAP///ywAAAAADQARAEACG4yPGWCs/4CDrdJrr5y4685BzhYtnxlJjeoZBQA7)
|
1,42
|
1,35
|
1,30
|
1,27
|
1,24
|
1,21
|
1,20
|
- выборочное среднее квадратическое отклонение результатов измерений по выборке
;
, (А.3)
- соответствующая норма.
,
,
и
выражены в одинаковых логарифмических единицах (например, дБ относительно 1 мкВ/м, 1 мкВ).
Если первый образец из
самоходных средств/устройств не отвечает требованиям, то необходимо провести испытание остальных образцов из выборки
и оценку результатов провести по выборке из
самоходных средств/устройств.
Примечание - См. также ГОСТ Р 51320.
A.2 Частотные интервалы для проведения измерений
Для проведения оценки полоса частот от 150 кГц до 30 МГц должна быть поделена не менее, чем на 22 частотных интервала, а полоса частот от 30 до 1000 МГц - не менее, чем на 14 частотных интервалов, причем в каждой октаве (отношение частот 2:1) должно быть приблизительно по 3 интервала. Для полосы частот, где норма непостоянна, отношение наивысшей частоты к низшей в каждом частотном интервале должно быть не больше, чем 1,34. Примеры частотных интервалов и рекомендуемые частоты для оценки результатов измерений приведены в таблице A.2.
Таблица A.2 - Примеры частотных интервалов и рекомендуемые частоты для оценки результатов измерений
|
|
Частотный интервал, МГц
|
Рекомендуемая частота, МГц
|
0,15-0,20
|
0,18
|
0,20-0,26
|
0,23
|
0,26-0,33
|
0,30
|
0,33-0,40
|
0,37
|
0,40-0,52
|
0,46
|
0,52-0,66
|
0,60
|
0,66-0,80
|
0,74
|
0,80-1,05
|
0,95
|
1,05-1,40
|
1,2
|
1,40-1,80
|
1,6
|
1,80-2,40
|
2,1
|
2,40-3,20
|
2,8
|
3,20-3,80
|
3,5
|
3,80-4,80
|
4,3
|
4,80-6,00
|
5,4
|
6,00-7,50
|
6,8
|
7,50-9,50
|
8,0
|
9,50-12,0
|
10,8
|
12-15
|
13,5
|
15-19
|
17
|
19-24
|
21
|
24-30
|
27
|
30-34
|
32
|
34-45
|
40
|
45-60
|
55
|
60-80
|
70
|
80-100
|
90
|
100-130
|
115
|
130-170
|
150
|
170-225
|
200
|
225-300
|
270
|
300-400
|
350
|
400-525
|
460
|
525-700
|
600
|
700-850
|
750
|
850-1000
|
900
|
Примечание - Нормы для полосы частот от 150 кГц до 30 МГц находятся на рассмотрении
|
А.3 Сбор данных
Для определения максимального уровня ИРП сканируют каждый частотный интервал. Максимальные уровни ИРП в каждом частотном интервале сравнивают с нормой на рекомендуемой частоте данного частотного интервала в соответствии с требованиями, приведенными в разделе 6.
ПРИЛОЖЕНИЕ Б (справочное). Конструктивные особенности самоходных средств с двигателем, влияющие на излучение ИРП от системы зажигания
ПРИЛОЖЕНИЕ Б
(справочное)
При испытании следует иметь в виду, что различия в конструкции самоходных средств не оказывают существенного влияния на ИРП от системы зажигания. Поэтому измерения по одной модификации могут считаться типичными и их можно использовать в качестве базы для оценки степени влияния характеристик конструкции автотранспортных самоходных средств на излучение ИРП от системы зажигания.
Б.1 Следующие различия* в конструкции слабо влияют на ИРП от системы зажигания:
а) самоходные средства или микроавтобусы одинаковой общей длины, имеющие две или четыре двери;
б) различия конструкции решеток на радиаторе при условии, что они выполнены из металла, имеют приблизительно одно соотношение просветов и приблизительно одинаковый монтаж;
в) формы крыла или очертания капота/складного верха;
г) колеса и шины различных размеров;
д) обычные нерезистивные свечи зажигания различных марок при условии, что они имеют эквивалентные электрические характеристики (емкость, индуктивность, сопротивление);
е) катушки зажигания и распределители различных марок при условии, что они имеют эквивалентные электрические характеристики (емкость, индуктивность, сопротивление);
ж) декоративные детали, обогреватели или воздушные кондиционеры, находящиеся в том же самом месте;
з) обычные резистивные свечи зажигания различных тепловых серий при условии, что они имеют эквивалентные электрические характеристики (емкость, индуктивность, сопротивление);
и) размер, форма и расположение вспомогательного электрического оборудования.
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* Этот перечень не является исчерпывающим и представляет собой ряд примеров
Б.2 Следующие различия* в конструкции могут существенно влиять на ИРП от системы зажигания:
а) существенная разница в степени сжатия;
б) применение пластмассовых или металлических крыльев, крыш или панелей кузова;
в) размер, форма и расположение металлических воздухоочистителей и применение пластмассовых воздухоочистителей вместо металлических и наоборот;
г) расположение распределителя и катушки зажигания на двигателе или в отсеке двигателя;
д) размер и форма отсека двигателя и расположение системы проводки высокого напряжения;
е) существенные различия в просвете отсека двигателя вокруг колес;
ж) левостороннее или правостороннее рулевое управление, так как это может влиять на положение других компонентов или частей;
з) самоходные средства со вспомогательным(и) двигателем(ями), не предназначенным(ми) для приведения в движение самоходного средства.
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* Этот перечень не является исчерпывающим и представляет собой ряд примеров
ПРИЛОЖЕНИЕ В (рекомендуемое). Измерение вносимых потерь помехоподавляющих устройств системы зажигания
ПРИЛОЖЕНИЕ В
(рекомендуемое)
В.1 Введение
Применяют два метода измерения вносимых потерь помехоподавляющих устройств системы зажигания.
В.1.1 Метод контейнера (лабораторный метод 50/75 Ом), описанный в В.3
В.1.2 Метод сравнения полей
В данном методе вносимые потери помехоподавляющего устройства (или комплекта помехоподавляющих устройств) определяют при измерении напряженности поля ИРП, создаваемых самоходным средством или устройством на открытой измерительной площадке. Оценку производят по формуле
, (В.1)
где
- напряженность поля, создаваемого системой зажигания без помехоподавляющих устройств, дБ относительно мкВ/м;
- напряженность поля, создаваемого той же системой зажигания, но с помехоподавляющими устройствами (или комплектом устройств), дБ относительно мкВ/м.
Примечание - Напряженность поля измеряют в соответствии с разделом 5.
В.2 Сравнение методов испытаний
В.2.1 Метод контейнера
С помощью метода контейнера можно сравнить только характеристики единичных помехоподавляющих устройств одного и того же вида в стандартных лабораторных условиях. В настоящее время данный метод используют в полосе частот от 30 до 300 МГц. Полученные результаты мало связаны с эффективностью помехоподавляющих устройств, наблюдаемой на практике. Данный метод не позволяет измерять комплект помехоподавляющих устройств, состоящий, например, из четырех резисторов и пяти кабелей с распределенным затуханием. Тем не менее он обеспечивает средство быстрого контроля, например, при производстве устройств подавления после предварительной проверки их эффективности в реальных условиях.
В.2.2 Метод сравнения полей
Метод сравнения полей можно считать более надежным методом, так как полученные результаты дают вносимые потери помехоподавляющих устройств, которые наблюдаются на практике. Он автоматически учитывает все факторы, влияющие на вносимые потери и у него нет ограничений по полосе частот. Его основным недостатком является необходимость проведения измерений на открытой измерительной площадке (или в безэховой камере в соответствии с 5.2.2) всего самоходного средства или устройства в целом.
В.3 Метод контейнера (лабораторный метод 50/75 Ом для измерения вносимых потерь помехоподавляющих устройств системы зажигания)
В.3.1 Общие условия измерения и ограничения
Вносимые потери помехоподавляющего устройства системы зажигания измеряют в соответствии со схемой, приведенной на рисунке В.1. Этот метод используют только в качестве сравнительного метода для помехоподавляющих устройств одного и того же типа.
Рисунок B.1 - Схема испытаний
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1 - генератор сигналов; 2 - коаксиальный переключатель; 3 - фиксированный Т-аттенюатор (10 дБ);
4 - испытательный контейнер; 5 - испытуемый образец;
6 - откалиброванный регулируемый аттенюатор; 7 - измерительный прибор
Примечание - Устройства 1, 2, 3, 6 и 7 должны иметь одинаковый характеристический импеданс
Рисунок B.1 - Схема испытаний
В.3.2 Процедура испытаний
Коаксиальные переключатели (2) (см. рисунок В.1) устанавливают таким образом, чтобы сигнал от генератора сигналов (1) проходил через испытательный контейнер (4) и испытуемый образец (5) с выдачей показания на выходном индикаторе измерительного прибора (7). Фиксированные Т-аттенюаторы (3) имеют потери 10 дБ.
Затем коаксиальные переключатели (2) настраивают так, чтобы сигнал проходил через откалиброванный регулируемый аттенюатор (6), который подстраивают для получения такого же показания на выходном индикаторе измерительного прибора (7). Вносимые потери помехоподавляющего устройства системы зажигания определяют отсчетом затухания на откалиброванном регулируемом аттенюаторе (6) за вычетом затухания фиксированных аттенюаторов (3).
В.3.3 Конструкция испытательного контейнера
Детали обычного испытательного контейнера приведены на рисунках В.2, В.3 и В.4. Этот контейнер применим для большинства случаев; однако для некоторых случаев использования может потребоваться модификация позиций отверстий и размера контейнера. Размещение помехоподавляющих устройств в испытательном контейнере приведено на рисунках В.5-В.11. Все соединительные некоаксиальные провода в контейнере, подключаемые к испытуемым помехоподавляющим устройствам, должны быть как можно короче или, в случае необходимости, должны иметь определенную длину. Во всех случаях свечу зажигания модифицируют (для коаксиального входа) и конструируют из стандартной сборки свечей зажигания, имеющей непосредственное соединение с точкой между зажимом свечи зажигания и центральным электродом.
Рисунок В.2 - Общий вид испытательного контейнера
Рисунок В.2 - Общий вид испытательного контейнера
Рисунок В.3 - Детали крышки испытательного контейнера
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Примечание - Крышка изготовлена так, чтобы обеспечить при надевании на верхнюю часть испытательного контейнера U-образное перекрытие
Рисунок В.3 - Детали крышки испытательного контейнера
Рисунок В.4 - Размеры испытательного контейнера
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Рисунок В.4 - Размеры испытательного контейнера
Рисунок В.5 - Прямое помехоподавляющее устройство системы зажигания со свечей зажигания (экранированное или неэкранированное)
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)
Рисунок В.5 - Прямое помехоподавляющее устройство системы зажигания со свечей зажигания (экранированное или неэкранированное)
Рисунок В.6 - Правоугольное помехоподавляющее устройство системы зажигания со свечей зажигания (экранированное или неэкранированное)![](data:image/gif;base64,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)
Рисунок В.6 - Правоугольное помехоподавляющее устройство системы зажигания со свечей зажигания (экранированное или неэкранированное)
Рисунок В.7 - Помехоподавляющая свеча зажигания
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)
Рисунок В.7 - Помехоподавляющая свеча зажигания
Рисунок В.8 - Резистивная контактная щетка распределителя
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)
Рисунок В.8 - Резистивная контактная щетка распределителя
Рисунок В.9 - Помехоподавляющее устройство в крышке распределителя
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)
Рисунок В.9 - Помехоподавляющее устройство в крышке распределителя
Рисунок В.10 - Помехоподавляющий ротор распределителя![](data:image/gif;base64,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)
Рисунок В.10 - Помехоподавляющий ротор распределителя
Рисунок B.11 - Помехоподавляющий кабель системы зажигания (резистивный или реактивный)![](data:image/gif;base64,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)
Рисунок B.11 - Помехоподавляющий кабель системы зажигания (резистивный или реактивный)
* Все соединительные провода к испытуемым помехоподавляющим устройствам должны быть как можно короче или в некоторых случаях должны иметь конкретную длину
В.3.4 Сравнение результатов
Для помехоподавляющих устройств системы зажигания, имеющих высокий импеданс, вносимые потери
в схеме, имеющей характеристический импеданс
, могут быть преобразованы во вносимые потери
в схеме, имеющей характеристический импеданс
с применением следующей формулы:
. (В.2)
ПРИЛОЖЕНИЕ Г (рекомендуемое). Методы измерений для определения характеристик затухания помехоподавляющих устройств системы зажигания для систем зажигания искрой высокого напряжения
ПРИЛОЖЕНИЕ Г
(рекомендуемое)
Г.1 Введение
В данном приложении определены методы измерения для оценки эффективности помехоподавляющих устройств системы зажигания, используемых в высоковольтной части систем зажигания для двигателей внутреннего сгорания, таких как помехоподавляющие соединители высокого напряжения и резистивные свечи зажигания.
Измерения проводят в полосе частот от 30 до 1000 МГц.
Г.2 Требования к помехоподавляющим устройствам систем зажигания
Требования к помехоподавляющим устройствам системы зажигания должны быть согласованы между изготовителем и потребителем.
Г.3 Испытательная установка
Испытательная установка приведена на рисунках Г.1 и Г.2.
Рисунок Г.1 - Испытательная установка, вид сбоку
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)
Размеры в миллиметрах
1 - искровой промежуток, который обеспечивает свеча зажигания для измерения в соответствии с Г.5;
2 - соединение со свечой зажигания; 3 - испытуемое оборудование; 4 - высоковольтный кабель системы
зажигания, неэкранированный и без помехоподавляющих элементов; 5 - поглощающие клещи; 6 - система
зажигания на транзисторах с катушкой, источником питания и импульсным частотным генератором
(отрицательный вывод подсоединен к земле); 7 - пол и стены из листового металла; 8 - стол и опоры
из изоляционного материала; 9 - высоковольтный пробник; 10 - прибор для измерения пикового
напряжения (например, осциллограф); 11 - шина заземления; 12 - камера давления с вентиляционным
клапаном в соответствии с Г.3; 13 - кабель для измерения; 14 - измеритель ИРП;
а - измерительное расстояние (см. Г.3)
Рисунок Г.1 - Испытательная установка, вид сбоку
Рисунок Г.2 - Испытательная установка, вид сверху
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)
Размеры в миллиметрах
Рисунок Г.2 - Испытательная установка, вид сверху
Измерение проводят с помощью измерителя ИРП и поглощающих клещей в соответствии сГОСТ Р 51319.
Измеритель ИРП используют с квазипиковым детектором.
Примечания
1 Так как ИРП от системы зажигания по своей природе являются широкополосными и вероятность появления резонансов в системе минимизирована за счет использования поглощающих клещей, нет необходимости проводить непрерывное сканирование полосы частот и полосу частот можно "пройти шагами" (например, по закону логарифма).
2 Измерения с применением пикового детектора находятся на рассмотрении.
Пиковое напряжение, измеряемое на выходе катушки системы зажигания, устанавливают равным 10 кВ путем изменения давления инертного газа в камере давления. Амплитуда импульсов должна быть как можно более постоянной. Частота импульсов должна составлять 50 Гц. Измерительное расстояние должно быть равно 150 мм, если в примерах, приведенных в Г.6, не указаны другие значения.
Примечания
1 В испытательной установке необходимо предусмотреть меры защиты вибратора от высоких напряжений.
2 Для защиты поглощающих клещей от нарушения изоляции кабелей системы зажигания указанные кабели размещают внутри поглощающих клещей в изоляционных трубках.
Чтобы стабилизировать искровой разряд и, таким образом, ВЧ спектр, рекомендуется обеспечить вентиляцию в камере давления (см. рисунок Г.3). Расстояние до металлических частей (например, стенок) должно быть не менее 400 мм. Если установка сконструирована на основе различных деталей из листового металла, следует обеспечить хорошее электрическое соединение между различными частями. Шина заземления должна иметь площадь поперечного сечения не менее 5 мм
, ширину не менее 8 мм и длину не более 1200 мм.
Рисунок Г.3 - Камера давления с вентиляционным клапаном
Рисунок Г.3а - Общий вид
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)
1 - камера давления; 2 - дроссель (дроссельная заслонка) с аттенюатором (требования к вентиляционному клапану должны оцениваться эмпирически); 3 - свеча зажигания для измерения; 4 - соединение для сжатого инертного газа без содержания масла и воды
Рисунок Г.3а - Общий вид
Рисунок Г.3б - Разрез
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)
Размеры в мм
=М10х1, М12х1,25 или М14х1,25
Размеры, которые не указаны, выбирает производитель.
Материал: металл
Рисунок Г.3б - Разрез
Г.4 Процедура испытания
Устанавливают свечу зажигания в соответствии с Г.5
Измеряют мощность ИРП без помехоподавляющих устройств системы зажигания, а затем измерение повторяют при установленных помехоподавляющих устройствах системы зажигания.
Разница между обоими измерениями представляет собой вносимые потери помехоподавляющего устройства системы зажигания.
Примечание - При снятии показаний без помехоподавляющего устройства системы зажигания на вход измерительного прибора поступают импульсы напряжения около 1 кВ, что может вывести измерительный прибор из строя. Для устранения этой опасности следует использовать аттенюатор с достаточным сопротивлением.
Г.5 Свечи зажигания для измерений
Для оценки помехоподавляюших устройств системы зажигания, сконструированных как часть сборки свечи зажигания или выполненных по другой технологии (например, резистивных кабелей системы зажигания), для измерений используют свечу зажигания.
Допускается использовать для измерения свечи зажигания согласно [1]-[4]. Межэлектродное расстояние должно быть равным (0,7±0,1) мм.
Г.6 Примеры испытательных установок
Из-за разнообразия геометрических размеров помехоподавляющих элементов соединение (например, см. позицию 2 на рисунке Г.4) должно быть согласовано между производителем и пользователем.
Рисунок Г.4 - Установка правоугольного помехоподавляющего устройства системы зажигания для распределителей (вид сверху)
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1 - искровой зазор обеспечивается свечой зажигания для измерения в соответствии с Г.5; 2 - соединение;
3 - испытуемое оборудование; 4 - поглощающие клещи; 5 - стенка из листового металла;
а - измерительное расстояние (см. Г.3)
Примечание - Высокочастотный кабель системы зажигания с поглощающими клещами должен быть как можно короче
Рисунок Г.4 - Установка правоугольного помехоподавляющего устройства системы зажигания для распределителей (вид сверху)
Г.6.1 Соединение правоугольного помехоподавляющего устройства системы зажигания со свечой зажигания (рисунок Г.4).
Г.6.2 Соединение ротора распределителя (рисунки Г.5 и Г.6).
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Размеры в мм
1 - искровой зазор обеспечивается свечой зажигания для измерения в соответствии с Г.5; 2 - соединение;
3 - испытуемое оборудование; 4 - высоковольтный кабель системы зажигания, неэкранированный
и без элементов помехоподавления; 5 - поглощающие клещи; 6 - стенка из листового металла; 7 - пластина
заземления из листового металла; 8 - стенка из листового металла; 9 - конец вала;
10 - часть переходного устройства; а - измерительное расстояние (см. Г.3)
Рисунок Г.5 - Испытательная установка для роторов распределителей (вид сбоку)
Рисунок Г.6 - Испытательная установка для роторов распределителей (вид сверху)
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p56tGbadXDOFJnztbKlAD7H/ZZ+MMnxx+B3hvxJf7IvEiRHT9fs9oR7TU4D5V1G8YJMZ8xS4U87HQ9CK9Yr8wPh54d/am/Zi/aO1bwpbaj8LrjWPjNfah4nt01OfVJtIjvIGea7itlQK8UhSZSSysGSKIbyUxX0r/xm9/1b/8A+VygD6qor5V/4ze/6t//APK5R/xm9/1b/wD+VygD6qor5V/4ze/6t/8A/K5R/wAZvf8AVv8A/wCVygCX9l/S7n4ZftJ/tE/D6QKmlXurWnjfSsJEnmLqERW4ICHOFlt/L5A+5u/jBP1LX5s/EWD9qf4X/tSeBfiJrcnwZTxJ4w00/DuxlSbUl0uH9817GJVcrKJZHRkQoXBOFKgspPvn/Gb3/Vv/AP5XKAPqqivlX/jN7/q3/wD8rlH/ABm9/wBW/wD/AJXKAPqqivlX/jN7/q3/AP8AK5R/xm9/1b//AOVygD6qor5V/wCM3v8Aq3//AMrleZ+H/j/+174k+PXin4SW1n8Ek8R+HdNg1S7upYtYFm8UoQqI2EhcsPMGQUA68mgD72or5V/4ze/6t/8A/K5R/wAZvf8AVv8A/wCVygD6qor8+9O/aa/av1T9pLVPgjAnwPPi/TtIXWJ5wmrtZhD5ZEW4SF1l2yo+1kA2nOeRn6v+Bf8Awu//AInf/C5f+Ff/APLD+yv+EF+3f9NPO8/7V/2y27P9vPagD1WiiigD4w/bX+GurfFT9p79mzSNC8WXfgjWoYfE99Za3YoJJbeeK3s2j+RuJEL7Q8Z4eMupxuzXm/iX4s+I/HH7bX7L3hbx/wCHm8NfEfwtd+II9XhtkdtOvopbKMQX1jMw/eW83ky4U/PGyOjgFcn0f9tH4g2vwt/a1/ZX8S32k6nrFnZt4nWeHR7SS7uYons7aOSdYo8s6xK7SPgEhEcgEgVyf7d3ibxHrPx8/ZQ1b4SzaVrfiDVTr66FfTSiWxAuLW0QXZZch440kM3AbIj6NnBAPZtHA/aN/amutbFxJJ4C+EFxLpllEjfudR8SSxFbqRxvIYWcMiRLlAwlmlKsQuD9LVyPwn+GmmfCD4faP4T0qW4urewiPm3t5IZLi9uHYvPczOfvSyyM8jH+85xgYFddQAUUUUAFFFFABRRRQAVyvxW8fW3wq+GHi3xndwG6t/D+k3WqPbLII2m8mJpPLVjkBmK7RweSODXVV85/twzHxF8PPCfw0itbm9l+IvivTPD1xHYyFZorATC6vptq/M0a29tIrkEbRJkkDqAdb+yJ4Dvvht+zT8PdD1WK4g1r+zFv9TivFZZkvbpmublZAxJDiaaQH3BwAOB6/RRQAUUUUAFfPPjm307xZ+3R8KbCb7VFf+E/B+va/E8ZURSm5nsbII2QSQF85jjHOzkjIr6GrwP4e61D4q/bM+MBhuXf/hGPDugaJLbyA/u5pjd3jMn+yY5YMnuRj+EUAe+UUUUAFFFFABXzmbKax/4KIfbbhDFa6l8LRb2crEYmkt9WZp1Huq3MBPs/GcHH0ZXz98Q9VtdG/bX+DaXkjQnVvDPiLTrI+WxWW4V7C4KZAwD5UMrckfc9SMgC/ts/DXU/GXwdPibwpp0d78Q/Ad7D4q8OHypJJGntnEksCrH88gmiWSPyhw7FO4BHrfw1+IOk/Ff4f+HvGOgvI+j65YxX9t5yhZFSRQ21wCQGXOCATgg8mukZQ6lWAZSMEHoa+WP2TFX4JfFP4lfs/XE4TT9JnPizwhb+UUA0W9lYyQp1ytvcl0LE5YyZ9QoB9UUUUUAFFFFAHzT/AMFDPDeoaj+zRqfibRRIfEHgXUrHxhpxjkRNklnMryOS6kHbC0zAdSVXr90/QXhfxFZeL/DOka9ps8dzp2qWcN9bTxMGSSKRA6MpHUFWBBpvi7wxY+NvCmteHdTVn03V7KbT7pUOGMUsbRuAecHaxr56/wCCc/iO/wBR/Ze0fw1rcxk8S+CNQvvCWqxNKZTbz2k7KkW48ELC0IG0lcYA6YAB9N0UUUAFFFFABXxr8Kv+Uonxt/7FDS/5W9fZVfGvwq/5SifG3/sUNL/lb0AfZVFFFAHxDpnwZ8M6b/wVluNdSG6l1N/h4/iYzTXcjf6dJeNYFsZxsFt+7CfdGAcZANfb1fLS/wDKUOT/ALI4v/p7avqWgAooooA+Tv2lN/8Aw3N+yJsYofM8V8j0/s6HI/EZFfJHgHU9K8cft/fB3x14Gt9Q0j4Sav4g16y8N6VdLNBbvLb6fGb6+tbZwEghnmnxhMEtA5cIwKL9Dft5/DhPi1+0/wDsu+Fm1jUfDs963iaS11fSZfLubK5is7aaCZD/ALEkaNjIyARkZzXDa341+Imrfto/sueFPin4eex8X+GrzxBDJ4hs4saXr8EllH5V3bkcK5EZ82LA2EqcAOFUA/RuiiigAooooAKKKKACiiigAr528RXUnjz9urwho6Wk0mmeAPCN5rs97G++BL/UJltYIXUfclEEF26knJWRsADJP0TXj3we+CXiD4d/Fr4teM9d8ZjxUnjS9tZrG1bTUt5NLtoFlWO38xWPmIqyhQMAZRn5eVzQB7DRRRQAUUUUAFeBfsppcavrPxu8VXiwXEus/EC/gtb+ONFkms7KG3sYkYqAcRvbTIM9eW53kn3qaaO3heWV1iijUs7ucKoHJJJ6CvAf2DF1S6/ZY8H63rlqbTWvEkl94ivF27Vd729nuQ6rk4RklQqP7pHfJoA+gaKKKACiiigAr5m/aQvIdH/aq/Za1K9kFtp41jXLE3MnEYnuNLeOCPP953+VR3NfTNfNX7bbPaJ8CNSaCaSx0/4q6JLeTRRllt43S5hV3x91fMmjXJ7uB1IoA+la+ZP2z4br4ZTeBPj1pEPmXXgDUfJ12FWfN1oF5iG8XYgzI8bGGZAxCr5bsckYP03WX4p8M6b418Mav4e1m2F7o+rWc1he2xYqJYJUKSJkEEZViMgg80AW9N1K01nTrXUNPuob6wu4knt7q2kEkU0bAMrowJDKQQQRwQas180fsMeItV0fwR4i+Dvie4a58VfCrUf+EfkuJWQPeaawMmm3Oxf9Wr2xVVUknEXJLZA+l6ACiiigAr5V+B7N8Mv23fjn4Akcx2HiuysPH+kWqSSOq7h9kv5GDDartcKhwDyoXrjC/VVfJ/7T+njwH+1d+zf8T1mFvZ3Gq3PgjUsea7TG+hb7Eu1flCiZZMsSOWQ4IX5QD6wooooAKKKKACvjX4Vf8pRPjb/2KGl/yt6+yq+NfhV/ylE+Nv8A2KGl/wAregD7KooooA+Wl/5Shyf9kcX/ANPbV9S18tL/AMpQ5P8Asji/+ntq+paACiiigD4j/bn+IFv8K/2p/wBlzxZd6RquuWWlHxRPcWeiQefdeV9itxJIqZG5Y1LSMP7iNVz4xeLdE+Kv7W/7F/iPwrqtrrOhal/wlF5aX1uxMcsa2ELHtkMNrKVIBVgVYAg42v2nHKftxfshkNt/f+KBnOOthAK434h/BLw18Kf+Cif7Omr+GEutMt/E03ii6u9FinxpsFymlgPcQQYxFJMHXzSvD+VGcAgkgH3RRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5h+1DrreGf2bfinqqxLM9r4Y1KRY2baGP2aTAJroPg74RT4f/CPwR4XjmkuI9E0Ox01ZpV2vIIbdIwzDsTtyRXkP7fEUevfAW28GfaJrK78aeKdB8O2t3HHvSCSXUoHLyDcDs2ROMDqSB0JI+jaACiiigAooooAK+dP2+PElp4M/Z7/AOEi1DzP7O0fxLoGoXRiXcwii1W1dyB3OAfxr6Lr56/4KC6Zc6t+xl8V4LS1ku5U0nz2jjXcRHHLHJI/0VEZiewUmgD6ForN8N+ILLxZ4d0rXNNkabTtTtYr22kZSpaKRA6Eg8jKsODWlQB8ufGyVfgd+1l8MvigbqS18OeNI/8AhX/iKMt+4FwxefS7goq5L+b5sLSuSERlA2jOfqOvPf2g/hBZfHv4LeL/AABfSJbprlg8ENzIm9be4BDwSlcjOyVY3xkZ24yK539kf4s33xf+Bmiahr7MvjTSGk0HxPay7BNb6raN5Vysip8qMxUS7Rj5ZV4GaAPZKKKKACvnH/goT4Ek8b/sm+Np7RxBq3huKPxNY3BaQeVJZOJ3I2EEkxLKozwC4PGAR9HVT1jSLPxBpF9peoQLc2F7A9tcQMSBJG6lWU455BI4oAyPhx4ztfiP8PfDHiyxObPXdMttThyu07JolkGQehw3TtXR18qf8E3rmbQPgNqnw11GYS658N/Emp+Gb1tgQS7Lhpo5kXO4xusw2swGdrdcZP1XQAUUUUAFfGvwq/5SifG3/sUNL/lb19lV8a/Cr/lKJ8bf+xQ0v+VvQB9lUUUUAfLS/wDKUOT/ALI4v/p7avqWvlpf+Uocn/ZHF/8AT21fUtABRRRQB8Rftz/DzTfit+1V+yv4X1W71HTrW9l8Ssl/pF01reWk8dpbSwTwSrykkcscbqcEZQZBGQeVk1T4k2P7cf7Mngz4oWX9oax4cfxOth41tEWOz8R2cml4jm8sEmG5Xy9s0XRWKspZZFNdP+3d4w1bwB+1L+y14i0TwzfeMb7Tn8TTnRNMZRdXMIs7bz/JB+/IsRkdYxy5UIOWFXfHfxO8M/GH9rj9jbxV4R1aDWNFvk8XNHPCfmRv7Li3RyL1SRScMjAFTwRQB9p0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeA/tGXNnrfxh/Z78HTLHcz3fiq4182kseVaHT7Cd/N3EYBjnntWA6k4I4Uke/V87eJ7U+MP28vA1tPbO9p4L8D6lrEV1C5Gy6vrqG1VJR6GK3nKjuVY/w19E0AFFFFABRRRQAV5z+0loV/4o/Z2+KWjaVbNe6pqPhXVbO0tkIDSzSWkqIgzxksQOfWvRqqarG02l3kaKWdoXVVHUkqeKAPOv2XNbTxH+zX8K9SjiaFbjwvpreWxyVP2aMEZ78g816hXz7+wB4qg8Y/sa/Ci/t43iSHR104rIMHfayPbOfoWhYj2Ir6CoAK+WdHnufgR+3JqeitAIvBXxhsDqli8aKscGv2UW25jCqfl862VZWdhl3UAZIavqavBf20/hZqPxH+C76r4bh83xx4Iv7fxh4bUQtN5l9ZEyLD5a8yeYnmRhe7Mh7UAe9UVy3ws+I2kfF74ceG/GuhM50nXbGK/gWUr5kYdQTG+0kB0OVYAnDKRniupoAKKKKAPkb4dQ2/wm/wCCjXxP8Pb4ILP4l+F7DxTaqI0t0W6tHa1mgTn99I4MlwxGDgsSpxvP1zXyb+2amn/Dj4v/ALO/xedfIn0rxYPDF/dF44YVsNSgkieS4kZSdkTKGXJCje/QsGH1lQAUUUUAFfGvwq/5SifG3/sUNL/lb19lV8a/Cr/lKJ8bf+xQ0v8Alb0AfZVFFFAHy0v/AClDk/7I4v8A6e2r6lr5aX/lKHJ/2Rxf/T21fUtABRWV4n8VaL4J0S51nxFrFhoOj223z9Q1O6S2t4tzBV3SOQq5ZlUZPJIHevP/APhrH4If9Fk+H/8A4VFj/wDHaAPGP2p7uCy/bd/ZBkuJo4I2u/EsYeVwoLvZW6ouT3ZmCgdyQB1rG+Mnwu8M+EP+CkH7N3irRtLj0/WvEw8S/wBrSwEql08Gl4jkKfdD4lYFgMsAuc4Fcn+1Fr/wx/ab/az/AGYvDekeLtF8Y6d5viMXreGdbjmmsnNnC9vKJLdy0UivFvRsj5osjODUdxofxP8ABX7cP7L3hL4h6jbeLNP0k+Kf7A8ZLLi81O1fTceTew4GLmEIm6VcrKsqH76yEgH6C0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfPfwo1QeI/2yPj3OYjbnQdN8O6EF3bhODBcXvm9Bt/4+9m3n/V5z82F+hK+ev2O4Lu+h+MniS6kM8WvfEfWJrKWRt0ptrfyrFVbPQK1pIFXPC7emcD6FoAKKKKACiiigAooooA+Y/+CeGpyf8ADP8AfeGbq0ktNT8JeK9d0O+ViCrTi/lnYqfQC4VecHKn2r6cr5r/AGNtK1Dwv4j/AGhdA1EW5lh+JupanFJbuWBhvYbe7jByB8wSVQe2cjnGT9KUAFFFFAHyl+ywB8D/AI7fFT4CzygaYJW8deEYEjdY4dKu5dlxbRrykccFz8qrkFjIzAdQPq2vmj9tDSbnwNB4L+OmiwMdW+HOpLNqwhV2ku9AuCItQg2KQHKqyTKX4TyWYcnn6N0vVLPW9MtNR0+6hvrC8hS4t7q3cPHNG6hkdWHBUgggjqDQBaooooA8K/bj+GI+Lv7J/wASvD6krdLpbajasCinz7VluY13PhVDNCELEjCu3Irr/wBnT4n2vxn+BXgXxrayCT+19JgmnAdn8u4C7J4yzAFikqyIWxyVz3r0OWJJ4njkRZI3BVkYZDA9QR3FfJ3/AAT6kh8BaX8VPgmTJHJ8N/Ft1b2EMySeb/ZN2zXFlJIzABmfM5yoAwFODncwB9aUUUUAFfGvwq/5SifG3/sUNL/lb19lV8a/Cr/lKJ8bf+xQ0v8Alb0AfZVFFFAHy0v/AClDk/7I4v8A6e2r6lr5aX/lKHJ/2Rxf/T21fUtAHzb+0/4RsPjB8ZfgX8Nte0q31XwvLqOo+LdShuF8xZf7OgSOGF0IKtG8t+hcNwwj2kHdXe/8MnfBD/ojfw//APCXsf8A41XDeH/DJ17/AIKD+MvFX2g26+HPh1pmhfZGQN9p+2ahdXPnBg3yhPsuzaQSS+cgDn6OoA/Ov9r/AOF0Xwd/ai/Zqv8A4FfD7wlpHjGeTX5U020sodNg1MQWsDGGRo1VQzRvOiO2ArSAkgZI6LUfjv4e+Pv7Xf7JOs6Mtxp+o2U/jCx1jQdRQxX2kXqaZGJLa4jPKsrAjpzjI9us/a51/TvDX7aX7Id9qt7Bp9n9t8RQefcOEQSS2ttFGpJ7s7oo92FWPjz4W0bTP+ChX7Let2elWVrrOqp4ojv9QhgVJ7tYdKQRCVwMvsDsF3E4DECgD6+ooooAKKKKACiiigAooooAKKKKACiiigAqjrmtWPhrRdQ1fU7lLPTdPt5Lu6uZM7YokUs7nHYKCfwq9XkX7XfidPB37LnxV1Z5LeIxeG76OM3T7EaSSFo0XORkszqoGckkAcmgDA/YTh1J/wBlXwNqutWwttY16O51+7wABLJe3Ut15oAOAHEysAOgYDAxivfK5P4SeEIfh98KvBnha3llnt9D0Wy0yOWcASOsMCRgsBgbiF5966ygAooooAKKKKACiiigD5q/Z9vdWs/2t/2n9CuzF/Za3nh/WLMIBu3XGntFISev/Logx2wT3r6Vr5g8FTX/AIX/AOCivxL0jzIJtP8AFPgTStfb5CJIXtbmWzRM5xg75WPHdfQ5+n6ACiiigCnrGkWXiDSL7S9TtIb/AE2+ge2urW4QPHNE6lXRlPBUqSCD1Br5v/Yc1XVPCGg+MPgj4klnm134Y6kNPtJ7ht73eizhpdNn3ABeYw0e1fuCIA4PA+nK+Xf2iraP4KftCfDP44xTTW+k30i+A/FqRw74/sVyzPZXTsSFiWG72B36lZgo6bWAPqKisHxl498M/DrShqnirxDpXhrTS/li71e9jtYmfaW2hpGAJ2qxx1wp9K+Z/G//AAVC+BfhrUV0rw9qesfEfXGleIab4Q0uS5c7ULlhJJ5cbrhesbP64wCQAfW1fJc5g+Ev/BSe1dYGt9P+LXg9omdEdzcatpp3bmZjhFWzAXCdTtJUE7jyk37Uv7UnxhiJ+FX7Ox8JaZ9oeE618Rbz7O7IYwVcWhMLryR8ymZT07HHin7XvwE+OFr4P0D4x/G34wQJH4P1yFfsHw900W76RYXlxbwXE9tdnypWkwEwjo/IHzYLUAfpD49+Kngz4WWUF34y8WaL4Vt59/kPrF/Fa+cUGWEe9hvIBHC5PIr5v8Zf8FQfgtomo/2Z4VbxF8UNUVXea18G6Q9wIFXbh3eUxqUJYDdGXweuOM2PBH/BMf4AeH/L1DVdB1D4g6w7tK2teKtWmu5pwwwA6RlIXAHQmPPQ5JANfS3hDwR4d+H2ipo/hbQNM8N6SjtIthpFnHawKzHLMEjAXJ7nHNAHxjF+3z8UdR+MPwp0C8+CF78O/CfjHXG0oXvi+Vl1C5VVj8wxWoEbQbGkXDuHVweMEHG/8Kv+Uonxt/7FDS/5W9Qftxf8nP8A7In/AGNd1/K1qf4Vf8pRPjb/ANihpf8AK3oA+yqKKKAPlpf+Uocn/ZHF/wDT21fUtfLS/wDKUOT/ALI4v/p7avqWgD580PWf+Ee/b08WaALC6dPE/wAPdN1gahIx8lHsb+6t3hTjqVvYmIB4xk/fFfQdeDfG20m0j9o/9n3xOZIVsDfaz4anEpxh7ywNxEynPXfpwTGDnzPXGfeaAPjP9sfwnonjr9sH9lDQvEekWWu6Ley+J0udP1G3WeCUCyt2G5GBBwQCD2IBHIFcTqfwy8UfB/8Aby/Zm8L3XiA+Ifh9bnxRL4VOoPJLqeno2mnz7KaZmPnQxYh8lz84V2RiQimuj/bssPF2pftUfsrw+A9U07SPFyzeJJtOuNXgaazaRLS2cwzqvzCOVVaJmT5lEhZfmUVm+JfjRZ/FH9tj9la3v9Ol8KeM9Dm8V2fiDwvqEitcabcNpcewhhgTQS4LQzp8sq9MMrooB940UUUAFFFFABRRRQAUUUUAFFFFABRRRQAV83/t6yf2p8G/D3g4ZhPjTxr4e8P/AG4c/Yt+owzeds/5aY8jG3K/eznjB+kK+fP2gL6HVf2h/wBnHwpJAJTNreqeISZsGICy02WMfKesge9iZT22McggUAfQdFFFABRRRQAUUUUAFFFFAHy/rul6lpP/AAUl8L6wshXTNa+Gl3prLtGGe21BZTznOR9pj7D6nJx9QV8xfHGTVtM/bh/ZlurOXytM1C38TaZe42/vF+wpcIhB5xvgVsj/AJ54PXB+naAMDxl4/wDDHw601NR8V+I9J8M2DsUW61e+itY2YKWKhpGAJwCcDsDXzp45/wCCmnwF8I3w03SvEV94+1suqJpfhDTpL2STKF8pIdkL4HBCyEgnkcHHF/8ABSjw1pnjPxb+zToGtWiX+j6p8QrSyvLSQkLNDIyI6HBBwVJHB719ceCPhh4O+GVrcWvg/wAJ6H4UtrhxJNDommw2aSuBgMwjVQxxxk0AfHHhD9vP4wftLaZdXvwB+BkeoaLbX8djL4j8W63DDBFJsV5Ea2RlYkK6nckjYDDKkkCvAv8AgoFof7T+m/s5X2t/F34ieHY/D2o6tYWn/CF+FLH9wco8m6W4dFkykkSny90iFvmBGxc/Sf8AwSokhm+FHxZkt5RPbt8S9WaOVX3h1MFpghsndkc5zzVL/gsOJD+ybYiJPMl/4Sex2Js37j5c+BtOc/TvQBxv7F37Fnwo+LvgG58R/FLSNa8b/FPRNautD8Rf8JRqlzMLK9tiF8hAGVJYvKaGQFvM/wBZjdxgfdvw9+Fng74TaO2leDPC+k+FtPdg8kGk2cduJXChd77QC7YUDc2ScDJrwq+aP4D/ALatpqMgFr4W+MmmpZXDBXZYvENiv7gs7EJEs9q7oFA3PJADgck/T1ABXnn7Q/w0h+MfwM8d+C5reK5fWdHuba3WWISBLnYWgkCkgFklEbjkcqOR1r0OigDwz9h34kwfFb9kz4Ya7FJcSzR6NDpt2924eVrm1H2aZ2IJ++8LOMnJV1JAJxXudfKH7FV9a+A/iR8fvg15aWkvhnxbJrmnWsUMMEEWmalGtxBDCiEkiI7wcjAEkY4+6v1fQB8Xftxf8nP/ALIn/Y13X8rWp/hV/wApRPjb/wBihpf8reoP24v+Tn/2RP8Asa7r+VrU/wAKv+Uonxt/7FDS/wCVvQB9lUUUUAfLS/8AKUOT/sji/wDp7avqWvlpf+Uocn/ZHF/9PbV9S0AfL/7cmn3OtX/7Oun2FvJeXv8AwtvQ7z7PApZ/IgS5lnkwP4UjVmY9AASa+oK+evFOoyeOv23fBPhn7FdNpfgXwveeKZ72MbrYX95J9htYpCB8kggW/ZVY/MHJC/JkfQtAHxL+3D4Es/iV+1n+yf4dv77U9Os7u78QvJcaPePaXIEdtay7VmT5kDbNrFSG2s2CDgj47+Jn7OXhvxb/AMFN9L+G2v6l4i1zwjNqwtPJ1PWJ7u5W2TS7e/8As4nkLSCMy3Ei/e3BCcMG+evuf9p3/k+L9kP/AK7+KP8A0ggr5t8VkJ/wWQ0NmbAOuSDB6Z/4Rqx/xoAg+LvwSf8AYw/ay8N+IP2e/DEqWug+D7jxJ4l0I6nNK+qaal6kN1GplZ8sEkRwOxiDBWZQG978af8ABW34D6N4EuNW8M6lqXi/xH9n82Dw1DptzazF9hYrLNJF5SKmPndWfABKh8c0/wBr3/ktnxM/7N48Tf8ApTFXgPxYWdfgL+yyLhi0n/CoPHBBMaJ8n/COJsGEJH3dvJ5PVgGJAAPp/wCF3w1/ad+JPgPw54u179oV/Bt/rsC6pP4bsfBGnyJp0Uy+ZHah508wPGGUN5gYggrliN7V4/2mNT/ZO+NF18Pvjr8QrnxdousaNHregeKF8MGKZZlkeK4sXisUYPhUWZX8sYDMGb7gqp8DP+CmnwY1L4OeDZ/FniO90TxMNMhh1Ky/4R7UJUW5jXy5WR4YZEMbOjMuHJ2sobawZRB8H/2kvCn7Rf8AwUMkfwXdvqWgaF8NLmH7XcWE9pI1zLqVo7gJMqttEfk4O0cs/UYoA98+FH7Wvwl+Nuvy6F4Q8YwX2uJH5o0y9tLiwuZUwSWiiuY42kUbTkoGAxzivXq+Q/8AgoN/aXh+8+APirwnZ6W3j6D4jWOi6TearvWFUvYLiOSGVo/nETlYt20E4XgHoeuS/wD2uGBJ0X4LpgkYbVdW59+LfvQB9HUV85/bP2t/+gP8Fv8Awa6v/wDI1eb/ABQ/aW/aU+B3jHwFo2u/DfwD44ufF97NY2GleEdZvIbiSSOMMd0tzCqRqAwYsQwwrZ29aAPtSivhHT/2s/jT8UfCnx38d+Fbfwz4I8N/DWW+t4/D3iXSJ7zVZ5LO2Ms6TyRXSRxsWUgBQ4XOMtt3PL+z7+158WP2y9d8QL8OP+EY8C6b4c0bSpb9PE+kXN7NcahdRyu4i8u4jC24MTBXILEbWwd2FAPumivz3/Z//bo+K/7WnjXwp4S8F2fh3wXejwjLr2van4g0i5uYrieO7+ykWUazx7oixUhi5wTIpOY/mueB/wBtf4r/ABZ+L2m/Bjw/D4Z0nx3pGra/p3ijxBfaTcS6Y8di4WCSziFyrZfOHRnJU7WHBxQB9+V86PZ3nij/AIKBRzuVu9F8I/Dv5Y5gpFnf3+oECSIEZ3PBZOrMOAAo7mvnm1/4KdeJ/CPjPUvhfrHgW28d/E+28cP4Tt5NJmbR9MuYmk8q3lMkvnmOV5AwMZ+UKN284Nc3D+1t8WfhV49+P3xp1/4KW19oOnXGkeGdQhg8a2zro0luoU26yRwv9oZpb9HbaimMyFTkq20A/TWivm79tL9oDx58DvhD4U8SfDrRtH1bXda8QWOkfZdcjlkiCXMcu3AjkjO7zBEuS2ME8dxjf8Zvf9W//wDlcoA+qqK+WEH7bRjkLv8AAJXAGxQutkHnnJzxx7Gmf8Zvf9W//wDlcoA+qqK+IPiT8Xf2vvhNd+C4vEJ+BSReK/EVt4as5rZNZYR3U6SvGZNzrhT5JXjJ3MoxgkjuHX9tkE7H+ATDHGU1sc+nXp70AfU9FfN8tp+14sNuYtU+CbytjzlfTdXVU552n7Qd2BjGQufbrXkem/H79qzX/wBpDxb8HtKT4OSat4d02HVZtRvLHVYoJYZRHtChZ3YP+9GQeODyaAPSf2xX1Hw78Wv2ZPFmnTRRvb+PU0KRZBuLR39rLFJgYx/q0kGcjBYEA9vqOvyh8V/Fn9o39pv4OaB8Rri4+HGk2fgv4laclnaWttfRytqMc6WkTMWeQNAXvQWXhioJBBG1vof4ufHT9pr9n+X4fX3jJfhPqWj+JfFWn+GpotCsdT+0RNcGQs6mWcLgJE2CQeSPlxQBb/4KA/8AJUP2Vf8Aspmn/wDoyOvsyvjP/goD/wAlQ/ZV/wCymaf/AOjI6+zKAPiT/gk+7SfB/wCKjtdpqDN8SdVJu4gAk5+z2fzgAkAN14JHNRf8Ff7w6d+yrpl2IorgweKrCURTrujfak52sO4OMEelSf8ABJ3S/wCxPg58UdOxOps/iPqtuRchBJlLezX5ggChuOQoAznGBxUv/BWyG4uP2ZtCitFVrp/F+mrCHIClyswXOQeM47UAe7ftXfCK++NPwP1jSdCYweMNPeHW/Dd4rCKS21S1cS27I7f6ssymMtxhZG5HWt79nv4xWHx++C3hH4gafGtvFrdis0tsrFhb3CkpPCGIBYJKkibsDO3Peu21vWtP8N6Pfatqt7Bpul2MD3N1eXUgjigiRSzu7HhVABJJ6AV+X3wX/aJ+KfiP44fEHwd+z3HpNr8P/Guq6j4h8La38SoLm2tWlTZ/aX9n7RmRTPIZFhCkxqdzopMlAH6nUV8CaCP2n11LSoNC/ar+Ffj7xchH2zwff2VnFA2Yn3hZLWL7Q+1lJX5Y8hSTgAqfQ/hb+2p4m0X4naF8LPj/AOAD8NfG2ut5ei6rY3KXGj6s+4qESTexicnYqoWckuu7YWRWAPpXTPh14Z0XxtrXjCx0SztfE+tQwW+o6pFGBNdRwgiJXbvtBxnqQqg5Crjo6KKAPi79uL/k5/8AZE/7Gu6/la1P8Kv+Uonxt/7FDS/5W9Qftxf8nP8A7In/AGNd1/K1qf4Vf8pRPjb/ANihpf8AK3oA+yqKKKAPlpf+Uocn/ZHF/wDT21fUtfLS/wDKUOT/ALI4v/p7avqWgDwX4ZRPF+2N8dC6sgk0Hws6bhjev/EzBI9RkEfUGveq/Pfxv8Avjr4T/ap8C6hF+0pKNe8YaLf6AmvTeC9PxBDaFLyO1NuHEUrOXuJBJtVlETDJDYr17/hnj9p3/o7n/wAxrpf/AMcoApftO/8AJ8X7If8A138Uf+kEFfN3il1P/BZLREz8w1uQkex8NWX+BrV+Ovwd+Omk/tVfs5aXq/7RH9ueI9Tl14aLr/8AwhNjb/2MUtIjOfIV9lx5qFUw5GzbkcmvEdL+HHjKz/4KbaD4e1T4rXWs+If+EkuDP4t0zS7W2mMo0q3mmKwkSwqSjCAqVZV8snbklaAPsD9r3/ktnxM/7N48Tf8ApTFXinx7Ofgr+ypnH/JFPF3T/sVIK7L9qb4d67pvxi+IUdz8TPFWrSw/AjxFevcXlvpSvPEs6BrRxFZIvkvnLFVWXIG2RRxXj3xo8DaxY/Bz9ml7jx94h1CO9+Enim9ggmhsFSxiTw5DMbWErbBzE6lYWMjO+xfkdGJYgH6Nfsc6PY6H+yf8HrbT7WKzgfwnpl00cKhVMs1tHLK5A/ieR3cnuWJ715BovhbTfD3/AAVf1+/sYDDda78Jl1G/cuzebOupwWwYAnC/uraFcDA+XPUknsv2XPh1rV7+zF8FZV+JXiu1SPQdK1LyYItMCPC1lb7bJs2RJt02sAc+ad7bpWIUr5Dr3wq1bWv+Cmt3YxfE3xjpUs3wwl1SO/sWsBPbxPrDqLFN9oyG3QvuXeryAquZCABQB6F+31/zbl/2Wbw5/wC3FfVVfn9+2X8C9W8KN8CjN8X/AIg+IDqHxV0Cwj/te50+T7E7CcLcwbLNMTJjgvuQ7juRuMfRE37LmtzzPI37QHxbDOxYhNQ0xVyfQCwAA9hxQB7zXyT+2LBc3P7R/wCyklqGaUeK7tyECk7Ft1Z/vEDG0NnvjoCcA91/wyvrP/RwPxd/8GWm/wDyBXzr+0Z+zre6b+0H+zlp118W/iXrzalrl+kd3d6jZfaNPaO18wSQFLVFBJUBt4fKBgACaAIPh7I0vwO/4KAl5jORr/i1dxZjgCxkAX5ueAAMdBjjjFaf/BM2zlsviD8T0liZd3gz4dsspUqJl/sJgGGT2xs44yh75ryjwj8F5rr4TftqXy/Erx6W0DVvEETo99BHHqZisnZzdxiIrJ5nKMy7MoAVWI9LH7AXwRfxv41+JdunxI8e6HJF4V8EXX2rR9WSCdjdaKZRG7GIh0gBCRAr8qAA7uSQDV/4J5aa+lfHz4Uwvdz3pb4CtP5tw25lEniKSQID/dQOEUdlVR2q5+yxGr/ti6gxLb1+JXxNYgEgA7dFGP8AaGD379uAa80/Yw+Ct54m+Nnw004fErxvozXXwZGsrd6RfwxTwRtrLx/YY2aF8WwzvCnLB+Q4ACi98Bfg1c+Iv2j49Bj+JPj/AEme38afECwfVrPVLf7VI1u2mhp1ZrchXmEy+bkEFolZdh4oAbqdtKPiddXmH+zT/tX2EKMAoUvHv3g/xEjzExnA5OM5bHoH7Rnw28YfDv8AYJ/apn8Z6ZDpV54k+Ib6/YxQXCTLJZy6jpqQyZVm27vKY7WIYcZA6V4befB65i8SNP8A8LF8XF3/AGmYPDYVr+AuZMbm1Qr5G03gLALJjYOR5ZzX0p/wUJ/Z+ufA37HvxC1u4+KvxE8VC2GnKmm6/q0EtmwbUbZcPHHBGXxuyCxJyqnJxQBwn7R/7HmifB3S/gLqy/EP4geK0vviBoOkrYeLdfW606yjlDMzpGsKlcLCEBVhhT34r9QK/Pb9tD9nY2fgr4NWsHxG+JGrprPj/QdIMl5rhlW3E29ftS/IBHKCAVforsMDnFfYGsfBOPV/Btr4eXxx4208W8N3CNUs9bdb5/tEbpueUqdzR790ZI+RkU9sEA9Jor5V/wCGBf8Aq439oD/wuf8A7RR/wwL/ANXG/tAf+Fz/APaKAPOf+Cnfwz1zxh4o/Z01bTPFb+HNnjyx0G1a3tfMlt7q8dWS9DFwrGH7KNqFeS7fMOlfdybti7sbsc46Zr81P2vP2So/AU3wVh/4Xd8XfEcutfEvRNJ8vX/FgumsFmMw+2Wo8oeVcJt+SXnbubg5r6D/AOGBf+rjf2gP/C5/+0UAfVVfF3wtOP8Agqj8aD/1Jmnf+2ter6d+x7odrY29vefEj4sau0Uax+feePtSV3Izl28qVFLEkk8Y7AADFfLPw8/Z/wBJv/8Ago58V/DB8WeO7ezsfCthdJe2/i6/jv5Cfs2UkuhL5sickBGYgZGMYGADZ/4J9fC3wv8AtEfsXeMfC/jDT573w9q/jS+uJ7VZpLaQlXt5UBZCGXDKuRmux/4Kq+I7Pwd8KvhLr+oeZ9g0r4maRfXHlLufy4oLt32jucKcCvNf+Ccn7PumfEL4D6/dS+NvHukrB4v1KBF8P+K7uwikVVhAZlhcBmPUt1Oee2MT/gp7+zUvhb4IeDINB8TeOPFesax40sdKtbHxP4rutQgMkttdhdqXEnlo5YKN5wQCwyAzZAI/j5+2h8MP2n/jT+zNpfgPUb69vdO+IWn3d1Hd2MluIkM8SLy3BJJ7Z4HOK/T+vwJ8K/sWfFb4D/Hz4LP8Q9Em8LWGueMdOsLa+07VreSdZPtEZJRoZGZGAOQ2OCK/cC++FsF9eyXJ8S+KIC+knSPLg1iVI1UgD7QFHH2jj/W/eHPrQB8sf8Em9Yi8Q/Bv4parAqJBffEfVLqNYmLIFe3s2ABPJGD1NXf+CrrSL+zr4aMMK3Ew8Z6WUhdtokbE2FJwcAnjODXlP/BMX4E23iX4KeO45fHfiy0+weOb6y3+HNauNPhn8qC0xKyAAlm6knkrtB6EVpf8FJvgZa+EvgH4caPxn431Tz/GOnQ7dX8QTXaoJBPllD5AYbsqf4cDGBxQB3P7YS3n7R/7S3w2/ZsSS4t/B0lufF/jGSzeVXuLSF3WG2cpgLG0igEkn55IWGGjXd+fv7UnxD1n9tTXvFV34F0e4j+GPwotPK0LTdH0lY7O00rBWa7lkZk8osttEUhCk7FACjypGP2Lrnwi0jwN/wAFJNF0LXPGPjqKw8XeBXtNL1lvFNxHdyXaXG5rY3AkV/L8uFsRjP7x0YDd8y/Lv7Ovw30vRrHxt8KviJceIb6/0nWjpH/CpPC2r3EVz4y1Z3YpcyqXWKOyt44Ek80KB8okkkwsUbgHYad+yv8ACfxF4V0LxKngzxJ4a8Bvbiy8KJ5xHjDx9qksXyXEcbM0VtboSHTCbSq+Y52HaO68AeD/AIgfGfSfib+yX8bNYi8V+O/D2iw+LfCviWz1CO7uLC5VY8W81w53lg9xGhEih9jz4fYYXGx/wzdcXMw8PL8VPFN98WNGQ3Hib4gQ+L71dJ+H2lFxLLYxzPIDI7RRlBE5BI3TSGNVQHzX9nv4efCj4q/tceP/AB14OuvG2jfCvwH4dur7U/GQ8QXFve6pqJZ/NupLoOssayxNcSbQylhBufaHaOgD75/YB+NusfH79lnwj4m8RSfaPEMQm02/utm0XMkEhRZfvHLNGI2Y8AuXwoGBX0TX51f8E2P2atK8c/skeHNd1jWvGelS31/fywJoni7ULC3eJZzFkQQTqi/PE/O0MTknI219Sw/sg+D43Uy+JfiNcoOscvxA1na3Xri5B/XsKAPHv24v+Tn/ANkT/sa7r+VrU/wq/wCUonxt/wCxQ0v+VvXmn7XnwH8M+E/2if2W9Nsb3xTLaar4muYrkX/izVLtwB9mw0UktwzwNyfmiKE8ZJwMWfhh8B/Cdx/wUb+Mvh1218aZB4X024Qx+JtTS4LstvnfcLcCaQcDCu7AYGAABQB+hlfll4iv/hd4R+L3jTQtWex8c/EkT6heW/xT0fx6dG1e2u3cpBbSz3BhtYZIY5xCYoJpRthUNbjJQfp/omj23h7RrHS7Mzm0soEt4Tc3ElxLsRQq75ZGZ3bAGWdix6kk18D33xM8D/D7WPHnw30L4pv8PfCMV5LpWp+D/iF8PJtS0vTLi+eeZvKukaFI4Jw0rolzJJGy7mTKHAAO++Gun+I9J/4KBeHrLxhqNtq/iu2+BdrFq1/ZoUhuLpdXxLIgwOC4Y/dXOfur0H2RXxX8HfCll4F/bu8K+HtN1mbxFp2mfAe0tbbVp5RK93EmrYSXcvBDKARjjGK+1KAPBf2udOvX0/4S6zp+sJpFzovxJ8PzkFtr3cVxcGwmgT3aO9kJHdFeveq8D/aHtLDxh8Zv2fvB97ZRXoHiS68VkSMwMS6dYyhJFxwSLi7teM59iAxHvlAHyR+07/yfF+yH/wBd/FH/AKQQV8vX0fl/8FiNJBgjtWPiO7PkxJsXB0C1Ifb/AHnzuLfxEk19Q/tO/wDJ8X7If/XfxR/6QQV8y61Ol3/wWN0eVG8z/if3ERcdPk8O2i7fwII/qaAPcP2vf+S2fEz/ALN48Tf+lMVeK/Hw5+C37KeP+iKeLf8A1FIK9d/bT1vTtB+MvxHn1O/ttPhm+AHiG0ikupliV5pbyGOKNSxGXd2VVUcszADJNfLnxn+Mwv8A4Dfs/wCoz+B/HWmaP4a+GmueG77WNS8PTQWLXOoaIljZmK4IEckcjxhw6n/VyIeW3KAD6b/ZY/bll0z9nH4a6XJ8Cvi9rc2m6Lb6V9u8N+GDe2FwltGsKzRztIgYOEBIA+Vty84BbK/Zu+MGs/Gr/gp9441vU/DPiLwhZW3w5FlpWj+KtL/s/UIbZbuydjJHk5DTyXDK2TlWUdsD7R+A39i/8KN+Hf8AwjW//hHP+Ec07+zPM3bvsv2aPyc7vmzs29efWvmj47fGLS/gv+3loGsQ+CfF3jvWpvhrc2l1p3gnSG1C9jt21SJ4JXTcqiINFcKWByGdQR8woA6L/goJcw2Vr+zxc3EqW9tD8Y/Dsks0rBUjQC5JZieAAOpNe9ah8bfh3pLKt9498MWRbGBcazbx5ycDq/rXzB4jk8T/ALdfj74e6ZqXwd13wb8HfC2sDxBrVx8RrBLO91K9hhkSCzhsSz74D54Lu4KON65Ux7Zff/8Ahk74If8ARG/h/wD+EvY//GqANNf2iPhS7SKvxN8HMY2COBr9p8rEAgH95wcMDj3HrXyb+2J+0V8K7T4y/s3+KW+I2gz+HtF13Uby/v8ASLhNU8mNbbaMxweY2GceXkLlSc8Fcj6f/wCGTvgh/wBEb+H/AP4S9j/8arR8Pfs5/Cfwjq8Gq6F8MPBui6pbndDe6d4ftIJoz6q6Rhh+BoA+E/hV8SPDWs/s/wD7cl5Hqkdj/beq+JruwtNUItLqZJbByh8hwrgtnhSu7sec1Y/4Jh+PdK0nxf8AFW88RNH4NV/C/gaGKHXZorVpkg0d4jOm5sGN9gkU/wB2RScEkV90+Kv2fPhb461241vxL8NfCHiHWbkKJtR1XQrW6uJQqhV3SSRljhQAMngADtU/jD4FfDb4hajBf+Kvh74V8S38EC2sN1rGi213LHCpJWNWkQkICzEKOAWPrQB+b/8AwTx+I0K/Hn4c3Hii3/4RBLX4LSaXazaxLHbxagia87RzQFnyVZAfvBSTHIQCgVm1/wBmX4g2Fr+2JcS6ndrZaDL48+ItxpeuXl1Cmn3qTNph8u2kL5cr5Tu3AXEqlSx3hf0I8RfAr4a+L7DR7HXvh74V1uy0a3FppltqOiW1xHYwgKBFCroRGmFUbVwMKPQUmqfAf4aa54c0nw/qXw88K6hoOkFzp2l3Wi20trZ7jlvKiZCseTydoGe9AH5VeNPi7pXg7xtrzatpesR+FdM/aZh8ST+MIYvO0iJIt3nwZTc7TiNfMKIG3KAeCoVvaf28f27/AIF/G79kvx/4P8F+Ok1jxHfLYPbWLaXe2xlEeoW0j4aaFFyEVmxnOFNfoZ4Q8E+Hfh9oqaP4W0DS/DWko7SLYaRZx2sCsxyzCONQoJPU45raoA/OT9p/wR8QPgpo/wAHfGXxO+Pl54x8L6X4/wDD002lS+HrPTYYxG5kklLQkM+xY5GCnPHXJG4fYx/aw+CAOD8ZPh+D/wBjRY//AB2u38aeAPDHxH0hdK8W+HNJ8UaWkqzrZazYxXcIkUEK4SRWG4BmGcZwT61xH/DJ3wQ/6I38P/8Awl7H/wCNUAH/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7R/wAMnfBD/ojfw/8A/CXsf/jVch4x+E37M/w98ReGtE8R/DD4e6Pc+I5ZoNNmu/ClmttLPGqsYTMYdiSMGJRGIL7GC5K4oA+Wf+Ci2u/BH43eKPgHq0HxL8IazFZeM7XR9Zg0rXbV5F0u6dGnuJZopd8UcX2fG/gKZycqev2r/wANY/BD/osnw/8A/Cosf/jtfKn7WPwt+B99onwA1X4f+EPh/caPrHxc0LS7u98NaZYtb3tuTcLNbSPCu2RCVw0ZJGRgjivrCT9ln4LyoEf4Q+A3RQQFbwzZEAE5I/1Xrz9aAIv+Gsfgh/0WT4f/APhUWP8A8dr5E+HH7QXww0//AIKWfFvxJdfETwtb+HL7wjZQWusyaxbrZXEqfZd0cc5fy2cc/KGJ+VuPlOPstP2b/hLHAkC/C7wWsKKUWMeHrQKqkYIA8vAGO1Sp+z38LIxhfhp4PUeX5OBoNqPk6bf9X09ulAHxl/wTL/aE+F3g34D+I7PxD8RPCvhy8m8XajdRWusavb2MrwuIikixyurbSOhxjgjqDWn+3v8AHT4cfEnTPgho/hHx94Z8VaonxQ0W7e00TV4LyRIVWdWkZYnbaoaRBk92FfWN5+zP8H9RkD3Xwp8EXLgBd03h2zc4ByBkx+vNamk/BH4daDqw1XTPAPhfTtTAAF7aaNbRTDBDD51QN1APXqBQB80f8FAf+Sofsq/9lM0//wBGR19mV8Z/8FAf+Sofsq/9lM0//wBGR19mUAfDP/BIaY3XwE+IVybe3s/P+IGoy/ZrQYhhzbWfyJwPlHQY7YrU/wCCsS3Lfs4eHBZFFvD4y0wQGU4QPibbng8Zx2NVv+CT9rbWPwf+KltZJ5dnD8SdVjgTzzPtQW9mFHmHl+MfMeT171o/8FUf+SAeE/8Asd9J/wDatAHp/wC2B+y8n7S/gbSxpWrf8Ix8QPDF6ur+GPECLzaXa4IR2ALrE5WMkpyGjjfDbNjfFvxC+Jfgnxt420eD9ovT/EX7NP7ROiQiPTvHvh4MbK+UpsjkEsW8PFudwyk7QoZfPXcyr+ptY/ibwfoPjSwax8Q6Jp2u2TKyNbanaR3EZVhhgVcEYI4I7igD8q9V+FHgnRfhzceEfH37cehax8JIb9r680XwslrNqmqSSzGV3maGSaaVzM+8l1nA2qcAKNvU/DTwXF+1Z4Oh+C/wO8I6l8NP2aLa9W78S+OtSRl1DxSUkAMdsXVgXd4iWY7tixxhhEFFvL96WP7LnwZ0y9gvLP4R+BbS7gcSRTweGrJHjYdGVhFkEeor0m0tINPtYba1hjtraFAkcMKBERQMAKBwAPQUAUPCnhbSvA/hjSvD2h2UenaNpVrHZ2dpFnbFDGoVFBOScADkkk961aKKAPi79uL/AJOf/ZE/7Gu6/la1P8Kv+Uonxt/7FDS/5W9Qftxf8nP/ALIn/Y13X8rWp/hV/wApRPjb/wBihpf8regD7KrPtfD+l2Os3+r22m2dvq2oJFFeX8UCLPcpFu8pZJANzhN77QSdu9sYya0KKAPlpf8AlKHJ/wBkcX/09tX1LXy0v/KUOT/sji/+ntq+paAPn6z8LXOqft96v4ja/b7Fonw0srBbB8lfMvdUunMqc4B22G1jjJynpX0DXjGi63psH7ZHjHR3uI4tXu/AeiXcVszfPNBFqGqrI4HojTxgn/potez0AfAP/BSfxb418CfHr9mrX/h3okXiPxjYN4klsdLmtpblZ/8ARrUSjyomWRyIjIwVDuJUAAng+AeI/h98Sb79sD4G/FXwt8RPA3iXWviZqV9qmlX2n6bPFpMC21pbxXCyRFjId0I8soWWQOjBmR8sv2L+1A6p+3D+yGWYKPtHicZJxybGAD9a4f46fCLw78P/APgod+zj4h0OO408+KtR1+81HTI5j9g+2pZRb7yODpHPMHQSsuPMMMbEbtzMAbfiT9hfxf8AHr9oDwd8Qfjj4j8KeINH8M2qwxeHdA0iaG3vWSRpEE4nlk3IXbLryrBAu0BmNfZmpabaazp11p+oWsN9YXcTwXFrcxiSKaNgVZHUghlIJBB4INWaKAPnjS/2IPB3hyyTT/D/AIx+JXhrRoWY22kaP431C2tLRWYt5cUayYVQScD+ddz8I/2ePCfwZ1XXdY0mTV9Y8Q635S3+u+I9Um1K/mjjXbHF50zFgi84UevOcDHp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXxz/AMFDfGvh3w1F4KtPEnw/PxIsjbatq76Ld+KX0exeKzjgklZ4cFLuZVffHGykqI5mXvX2NXyD+3Z471bRvHvwW8JWA1jUbDxHca01/oPh7QtP1TUL+KCwP+qW+VoQFEzK6EZeOWQAgrggHkXi6/MvwH/Ze0mTTLvQLnw98ctH0KbQr/UoNRn0trae7jW2e4hijSQKgTa2GJQoWd2JY/o3XwL8ZtBtvDHwi/Ze02ytLuws4fjbophtr7w9BoUsatPdsAbSFEjT733lUbzlsZavvqgAooooAKKKKAPjP/goD/yVD9lX/spmn/8AoyOvsyvBP2r/ANmPUf2jrfwJcaJ43bwFr3g/XI9dsNTGlJqIEyD5MxPIinDBG+bcDggqQePOrbV/20vhbCv9o+H/AIffGyyDlQNKvW0bUzu53M0oS3CJyuFUscqc9aAM3/glnb3dp8Mfi/BqErz38XxO1hLiWVlZ3kENoGYlQoJJycgAegHSn/8ABVwRH9nbwyJ1R4D400vzFkxtK4myDnjGPWvGv2SP2pbb9kjw7420348eB/Gfw6uvFPjK+8Qx6tc6DM+lKbmGAi3WUZdpB5UpwqEbV5OcgTf8FLP2m/hb8bv2U7NPAXxC0bWdRi8TWkos7a7EV8qosoaQQPtkCgsvz4C+9AH6XUUg6DOfxpaACiiigAooooA+Lv24v+Tn/wBkT/sa7r+VrU/wq/5SifG3/sUNL/lb1B+3F/yc/wDsif8AY13X8rWp/hV/ylE+Nv8A2KGl/wAregD7KooooA+Wl/5Shyf9kcX/ANPbV9S18uKF/wCHoEhyd/8Awp1eMcY/tpu9fUdAHz7rHhK00j9vnwt4tl1ELc678N9T0SKydQoJtNSsp9ytnLMRdvlccCLPPOPoKvC/i8bTT/2nvgBqEpl+13Da/pEKrgptlsVuWLd8/wChKAc/xHIOQR7pQB8Qft1/DrTPix+1P+yx4V1a51CxtL+XxKVvdJumtby0mjtLaWGeGUfckjlSORTgjKDIIyDxfxBf4maT+2V+yn4Y+IMNvq+oaNqOvJY+LbQoItbs2toQJJISVMNyiJ+9UApl1aMtnaO4/bj8Raz4S/aw/ZT1jQPDdx4v1K0uPEcg0aznjhnuIvstsJvLaQhS6xGR1QkbyoUEFhWR+0R8VNC8dftQ/sXeK/Deo/atLvtV1y3WQIEkjd47SGSGRJCpjkVmZHRsOpBGCwAIB95UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXyP8ctV0f4+fFbxJ4DT4MWHxJvPhutpNPdX3iRdH1CGa9hE6/2btUsTsijzI80A3rgE7Nw+uK+U/2hvhZ4m+KPxZ/svVvgr4M+InhOWwSTT/Es+rz6NqmmrGyCa1a6ijkk3O8hkTyzGpQSK2TkkA81+O3ivw94r+H37OjeHY/ENrFp/wAd9G029sPFd/Pe6lZXcUt0s0M0000zMVPTbK67Su04r71718FfHHQh4V+Ef7LelD4c/wDCq0svjNoES+HDfw3xjAa5/em4iZvNaT77OxLliS2TyfvagAooooAKKKKACiiigBk0MdxC8UqLLFIpV0cZVgeCCD1FeHfEb9hz4DfFSMDX/hfoPm+YJTc6XCdNnZgmwbpbYxswA/hYleAcZAr3SigD4zg/4J26t8O2jk+D/wAf/iD8Pik5m+wX9wuraacxeW5NqxjVnOFO9y2NowOFKu0+P9tj4RQq1wPAPxz0yN1Bt0lOkatKu0qNsjLHbqAdrsW3k8gdePsqigD4rl/4KNax8Ora5k+MH7PvxE8Cw220S6np1qupaenzmN3e4PlKqhtuNpfIYY6ru9U+H/7fP7P/AMS7iK20j4n6LbXUiblg1h301idwUKDcKgZySMKCSRyARzX0BXl3xJ/Ze+Enxe+2v4v+Hnh/Wbu8Vlmv3sUjvGyACRcIFlVsAfMGBGODQB6Zb3MN3EJYJUmiPR42DKfxFS18aan/AMEv/A2g3F7e/Cvx349+D99NHIqL4b12Y26syKBvVz5rruRWK+aM9MjC7Ul8Bftq/C2W7k0D4keBfi/p6Rt5Nv4q0ltNuWJVW+UW5Ubgysq75iMPk442AEX7cX/Jz/7In/Y13X8rWp/hV/ylE+Nv/YoaX/K3ryz4meKvjN8Zf2mP2dj4x+BGueAh4W8TvPd39tdrq1gYplhKt9ogTYpAifcCcDA55IHqfwq/5SifG3/sUNL/AJW9AH2VRRRQB8sq4H/BUV1z8x+DakD6a2f8a+pq+Vf+cpv/AHRn/wBzlfVVAHzr+2dD4r0bSfhh438G+G9Q8Taj4Q8aWepahaaLZpd6g2lSQ3FtepBESC7Ok4XAIxwxICblzZP23rsIxT9nX45M+OA3hWEAn6/aTX05RQB+evjj47yfF39uH9ltrz4eeNfh3Hp1xr6q3jbTUsftjzWSLtg2yPv2lFB6cyIMc1f/AGtPCnh74a/t4fsveKdLsmsL/wAS67qMWpCCZkinnMdpbrN5e4KJGEwV2HzSBEDb9oFdF+3B4A0j4oftY/sp+GtcW5OnXk/iRi9ldyWs8MkdpbSxSxyxsrI6SIjqQeqjORkHyf8AaY/4TO2/a4/ZM8KfEK0GuPovied9P8VRssEeswtNYmKSSNQfLuYmiHmoFCMSjKVEhWMA/TGiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMfxH4P0LxgNMGu6PY6x/Zd9Fqdj9ut0m+y3cWfKnj3A7JFycOMEZPPNbFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8a/Cr/lKJ8bf+xQ0v8Alb19lV8a/Cr/AJSifG3/ALFDS/5W9AH2VRRRQB8q/wDOU3/ujP8A7nK+qq+U2Zh/wVPQBdwPwawxz90f22efzwPxr6soAKKKKAPin9tjWNb0D9rn9k3UPD2hP4m1S3uvETLpUVxHBJcRfZbUTCN5GVPMEXmMoZlBYKCRnNebftgfEvwr8Y/2kP2N9W8N6pPe2dv42vbK6jhtXju7O7hu9M321zbybJIHVtu9XAZUbdtIIz7N+1PqFlpv7aX7Isl5dRWu+/8AEUSNNtVWZ7KBFXeSMMzsihcfMWA64B8j/b28KaR4L/bh/ZR8Z6FZJpHifxF4nSw1fUrMlJL6GK5sIkWQA4Y+VcSxlsbihVSSqIFAP0VooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvjX4Vf8pRPjb/2KGl/yt6+yq+NfhV/ylE+Nv8A2KGl/wAregD7KooooA+Vf+cpv/dGf/c5X1VXyr/zlN/7oz/7nK+qqACiiigD4t/bb+Hvhv4p/tT/ALLfhfxVp66toupTeJYLmxdiiyJ9hhbO9WV1ZWVCrLggjOQQM+KftDeGPiF4T/a6/ZQ8G+NNXj8SaDpHiaaXw54zvJS1/qNqZbIm1vo0wTdQ+UiG4GEmE0bsoZZRXs37c3iHxX4e/ae/Zan8F+HrXxVr0d54guINIuJ4rVroJaQCSNLh+ImMTy4yQpcJuB2jHlP7ZHxV8P8Axh+PP7FXiDQJJjD/AMJxNaXlhe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)
Размеры в мм
1 - искровой зазор обеспечивается свечой зажигания для измерения в соответствии с Г.5; 2 - соединение;
3 - испытуемое оборудование; 4 - стенка из листового металла; 5 - пластина заземления
из листового металла
Рисунок Г.6 - Испытательная установка для роторов распределителей (вид сверху)
Г.6.3 Соединение крышек распределителя со встроенными устройствами подавления помех системы зажигания
Из-за большого разнообразия различных геометрических размеров крышек распределителя полная испытательная установка должна быть согласована между производителем и потребителем.
Г.6.4 Подключение резистивных кабелей системы зажигания
Г.6.4.1 Готовые резистивные кабели системы зажигания
Готовые резистивные кабели системы зажигания должны измеряться при их исходной длине 1; измерительное расстояние должно выбираться как а=1+120 мм. Минимальное расстояние до поглощающих клещей должно быть 50 мм (см. рисунок Г.7).
Рисунок Г.7 - Испытательная установка для готовых резистивных кабелей системы зажигания (вид сбоку)
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H4ou302SWIrutWdULxzbW8wB0VXUMFcspA4D4NftL/ABq8Raf4++J2mw/CGPUdd1AxR6Lrviye3vJksYVt0htYnby442kWd18xoyzzOzYUoa+1f+GTvgh/0Rv4f/8AhL2P/wAao/4ZO+CH/RG/h/8A+EvY/wDxqgD548G/tUfGXxx4S0bxFY+JP2drez1S0ju4obzxVfxTxhhkpIhi+V1OVZezKR2qsf2tPjTH4+TwpPq/7P1tPPYm9tNRk8U3n2O72sRLFHIIyfNjG1mRlX5XBXcA+36Q/wCGTvgh/wBEb+H/AP4S9j/8ao/4ZO+CH/RG/h//AOEvY/8AxqgD5z8c/tWfGzwJ4Vv9em1b9n3VrWwTzriDSvFV5NcLCCPMkWMxguEXLlU3OQpCK7EKdSz/AGlPjHfaVb6jF4w/Zs+x3ESTRSv4uvkBRhlSd0IIzkcEd6+kNM+APww0SRpNO+HHhKwdmVma10K1jJK42klYxyNox6YHpVxfgz8P0UKvgbw0qhdgA0i3wF3b8fc6bvmx680AfGXhn9t/4q+JPFHijw/ceJf2e/Deo+H7tIpjrHie7WK8gaNZUubWRV8uaJkJGQ++Mj94inAar43/AG3Pir4H1LQILr4i/s4XtnqeqLp1xe6Vq15ef2ZlSVeeJZg+wthDIBtQkM+1SSv3PD8O/Clv5PleGdHj8kARbLCIeXg5G35eOfSrMXg/QYDEY9E06MxKVjK2kY2A9QOOBwPyoA+JNV/as+KSzzfY/jv+y0Ew3lxyatdZ3gttUt9oIwfky3ueOOafw6/bI8V+O/Auja7qP7Q3wP8ACmqXcf8Apeh3+mSiWzkVikilm1AFyCpIYDY4wVJVgT9zQeC/D1t5fk6FpkXlAhNlnGNgJycYHGTVgeHNJUYGl2QHoLdP8KAPge2/bH8br8VbjwxfftB/AyDw8+mG/sPEttZSTRTSrJGj20yfblEEg3lly7B1Hy5IcIvxX/bJ8Z+APB0mu6H+0J8EfGUlrPF9r0ux09luzbM4WSS3Qag/nSIG3eV8u5VbDZAU/e//AAjulf8AQMs//AdP8KP+Ed0r/oGWf/gOn+FAHxra/tP6peW8NxH+1b8DVimRZFEuivG4UjI3I2phlODypAIPBwa474e/tp+LfFer+LtK1z9oP4L+GL7QtS+ywyS6TJNaalaNGrw3VvcHUER92XV4xlo2TDfeFfff/CO6V/0DLP8A8B0/wo/4R3Sv+gZZ/wDgOn+FAHwj4t/bF8S+Ftd8Mwr+0h8E9U0bVbtrG71Cw0eWeXT5WRmhd4U1BiYGZSjzFlEZZC2QSRra7+1N4istL1CbTf2ovgTf6lBbtJb2cumPDHPIASqGUag20McKWCtj0r7Y/wCEd0r/AKBln/4Dp/hR/wAI7pX/AEDLP/wHT/CgD88PCv7bOueNvh/4f8U3n7UPw18H3N8kQu9Cm8HzNc2dxszLC6NdM5RWyomACtgEEZxUun/tw+JpPineeCrz9on4TwWP2CK+03xTF4cmksro/vFmgnf7aq28ytHuVcsro6kMrEJX6Ff8I7pX/QMs/wDwHT/Cj/hHdK/6Bln/AOA6f4UAfnV8QP23fEnhjSH1bS/2mfhlr9tFf2tpqFpp3hOUXVtbyMY3ubaJrom5MZZXZAcbVYg8bH1Nb/a41BYbe5P7Y3w2sYUdI3Ww8ESzvIWK4LIZ3bvyRtA5zjBx+gg0LTQ2Rp9qD6+Qv+FPTSbGOQyLZ26uTncIlBz9cUAfl54I/bo8S+L9G1O8139qzwp4M1bT76e3l0uL4fyXlvNGjMkc1tNu3ywyKgkyUV1LEMoG3OVrn7c3iy213RNKs/2stLv/AA/qazfavFdh8MX8zSpkCMkckEigNHJkjegd1JGUAO5f1eS1gj+7DGv0UDtj+VLHbxRJsSJETn5VUAc8mgD8rdd/a88RC3vZ9D/betdT1SKJ2t9JPwhmiguJUU4jaUW8jKrEAFgDgMSBwBV3wt+1Nr9/a6RNrP7ausaZeXFvHLd6OfguDc28pUb4d6W7oWRiFLLuBI4OCK/UgKAcgAGloA/LDwx+1F49fx74h0vxB+1hrMfhiC3t5tJ17T/hGWN27M4milhay3QugVSMB0YSA7wVKVY8e/tQeL9D0WK88N/tda/4hvkuYVk0x/g+LeWaAuolMLvZhPMWPe6q5VWK4LLnNfqPRQB+cP8Aw0XP5kx/4bP8U7Co8sf8KaOVPOSx+wfMOnAArk/hv+1L401JNct/G37VfiHRruzv2isrnTPhOJ7W/tSiskyZsPMRsllZXRcFflLrhz+pVFAH5c+Nf2qPFeh6x4ZbQf2qfFXiPR7q++y6wsXwmjhurKFkbbcx+bZKkiq4QOmd+1iUDkbT1U/7Rsht5hD+2Z4qWcowjaT4OFlV8HaWA08EgHGQCMjuOtfo5RQB+YHw4/al8Ta14Ut5vGP7Vfijw54ijlmhurS1+FC3Vs+yRlSaCQafkxugVhvVHGfmRTwIb/8Aao8WWPxK0rT4v2qPFGpeC76ym8/Wbb4Tok+nXiFSgmiexBeGRN4DRbmD7QyhcuP1FooA/NDxd+0nrkHhnUpfDX7Yev3evpCzWVvqXwiaO3llHIR3XTiVB6bgDjOcHGC/wx+0/f6v4d0291T9rXxnoepXFuklzptx8Io5HtpCo3RlorF0bByMqxB9a/SyigD8w7H9qDxEvjrUNOvf2s/FLeHDZx3FjrFv8IUAEu4rJbzI1lv3YKMrKpQgOGKkKGh+J37T/i/SPBt9feB/2s9e8QeIbYebFpWofCY2y3aj70aS/wBn4SQj7pfCE4DMgJZf1CooA/OGz/aUe6tIJpP2wvGNpJJGrtbzfB5S8RIyVYrYMuR0O0kccEjmvEfgx8YpvD/7Qfxv1Cb9pLXdBOrT6ZL/AMJLZfDc3T62qwy7fNtWtGNq0SuE4RBISzDIANfsZXyr+zx/yfZ+1z/3KP8A6a5KAPnLxP8AtPa9pl5ocmkftbeKtXsZb1bfUol+EKxzwQOCouIy9kqsI22s6/eKbigZgqPs3v7RtwbOcWn7Zfihbry28kzfBwlA+Pl3AafnGcZxX6PUUAfmF8Ov2qPEPiDwfp954r/ao8X+FfEJUpe6Z/wqeK5jSRTgtHJHYkNG2Ny7trbSNyqcgP8A+Gn/ABJD48Ni/wC1h4pufCk9l5ses2/wkVXtblWw0E0TWGSHUhkeMH7kgcLhC/6dUUAfmD8Rv2nvFWj+EbzUPBv7WPiTxFrdqUlXSbn4Si3+1RhgJESU6eFSTaTsL4QsArFQxZeL1XS/hb418c/8LD1T9p7x/o3je5s44JdT0L4dXWj3ZUFW2XDWVqqzMMKpJLfcQbiqqK/XKigD8rvh78fvEGga94o0S9/an+IEHh62uUuNK8Q3Xw2k1BLyGSNMxuJ7R54pY23AjHlsNrKQWZRk/FjxjD43W0kX9q34r+Kbe41CGPVNK0PwVf6ZI9uwMZaFY4IogVLBmQ4DKGIDOFVv1nooA/JDwf8AA/4b+ANANr4F/aV+N3hrTru6acWug+EtctoLhgAhOyK3RWkIVQXP90AipfhZo17qfhKaTxv8bv2pLXxBDeXSJ/ZFjrH2a9tEd/JuIQYpCoeIIxDsCpLAjA3V+tVFAH5P6p4J8TWvxD0D+zfix+1jrfgG8V4tRu4dJ1qK6sHwDHcB2i2yw9VdVjDrgMu/OB1njH4UC00S7h0b9oT9qay13Dx2kuqaJ4hltpZRwo2Jao21iyAfNng+or9NKKAPzL8D/D2317whY32tfGL9rzRddltEkn0l7HWXeOXblgpjtHRlyG24fpjJ61zXhnwz4m0/4qanHqnxE/a8ufBf2eC60jVINJ1RXhuFZvNt7lJIpBMGAj2MsarlmDrgZP6s0UAfmT8VtV8bt4LurvwB4t/aqm8UW7K8FlrfhaZba7iH34t0VkvluVAAkO4BsEqckjci1MvbxSN4g/bTjd1DNE2g5ZCQDgkWeMjOOCRwe2Cf0aooA/L3wdq3jNda8TWvinXv2uptNiu0fRNQ0nw/JE01q0Slo54ntXKyxyb1Lq21wVIVcEV7H+z5f+L5vj74Xh0PUfjtfeGDaXz+If8AhcGmPbWSxCJRbi1YQRj7QZihwxI8tZe+M/b9FABRRRQAVneItSXRvD+p6g8qwJaWss7Sv91AqFiTyOBjNaNNkjSaNo5FV43BVlYZBB6gigD8ufgXrum6n4h/4J72lnqFrd3VnY+JluYIJld4CbVQA6g5XJVhz/dPpX6kV8PfGL4S+CPhh+3F+yj/AMIZ4M0Dwl9un8S/a/7C0uCy+0bLCLZ5nlIu7bvfGc43Njqa+4aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKwfHXjG0+H/AIQ1XxFf291dWmnQmaSCyjEkzjoAoJAySRyxCjqSACQAb1FeafA3496B8etK1+60WCezuNB1WTR9Qtbie3n8udFRztlt5ZYnUhxyrnkMCAQRXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfKv7PH/J9n7XP/co/wDprkr6qr5V/Z4/5Ps/a5/7lH/01yUAfVVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8d/tb3WsWX7Zv7Jk2gWNnqWqiXxQIbXULtrWFwbGAPulWKUrhSxGEbJAHGcgufjV+2BpXj+SKf4A+GtW8OR2spjtdN8Sokt5KsoUFLuQ7IhsYOFlhUsEbDBiFGx+0Uof9uv9kYH18XH8tMir6soA+Vf+Gh/2nf+jRv/ADJWl/8Axuj/AIaH/ad/6NG/8yVpf/xuvqqigD5V/wCGh/2nf+jRv/MlaX/8bo/4aH/ad/6NG/8AMlaX/wDG6+qqKAPlX/hof9p3/o0b/wAyVpf/AMbo/wCGh/2nf+jRv/MlaX/8br6qooA+Vf8Ahof9p3/o0b/zJWl//G6P+Gh/2nf+jRv/ADJWl/8AxuvqqigD5V/4aH/ad/6NG/8AMlaX/wDG6P8Ahof9p3/o0b/zJWl//G6+qqKAPlX/AIaH/ad/6NG/8yVpf/xuj/hof9p3/o0b/wAyVpf/AMbr6qooA+Vf+Gh/2nf+jRv/ADJWl/8Axuj/AIaH/ad/6NG/8yVpf/xuvqqigD5V/wCGh/2nf+jRv/MlaX/8bo/4aH/ad/6NG/8AMlaX/wDG6+qqKAPlX/hof9p3/o0b/wAyVpf/AMbo/wCGh/2nf+jRv/MlaX/8br6qooA+Vf8Ahof9p3/o0b/zJWl//G6P+Gh/2nf+jRv/ADJWl/8AxuvqqigD5UH7RH7Tp/5tG/8AMlaZ/wDG6X/hof8Aad/6NG/8yVpf/wAbr6qooA+Vf+Gh/wBp3/o0b/zJWl//ABuuT+Kvjb49/GjwDqvg3xX+x299oOpiP7RBH8T9NjYmOVJUIZUzw8aHHQ4wQQSD9rUUAfDvwt8TfH74RQa4uifskX802t339o39zqHxV064kmm8pIgeUwoCRIoVQAAoruP+Gh/2nf8Ao0b/AMyVpf8A8br6qooA+Vf+Gh/2nf8Ao0b/AMyVpf8A8bo/4aH/AGnf+jRv/MlaX/8AG6+qqKAPlX/hof8Aad/6NG/8yVpf/wAbo/4aH/ad/wCjRv8AzJWl/wDxuvqqigD5V/4aH/ad/wCjRv8AzJWl/wDxuj/hof8Aad/6NG/8yVpf/wAbr6qooA+Vf+Gh/wBp3/o0b/zJWl//ABuj/hof9p3/AKNG/wDMlaX/APG6+qqKAPlX/hof9p3/AKNG/wDMlaX/APG6P+Gh/wBp3/o0b/zJWl//ABuvqqigD5V/4aH/AGnf+jRv/MlaX/8AG6P+Gh/2nf8Ao0b/AMyVpf8A8br6qooA+Vf+Gh/2nf8Ao0b/AMyVpf8A8bo/4aH/AGnf+jRv/MlaX/8AG6+qqKAPlX/hof8Aad/6NG/8yVpf/wAbo/4aH/ad/wCjRv8AzJWl/wDxuvqqigD5V/4aH/ad/wCjRv8AzJWl/wDxuj/hof8Aad/6NG/8yVpf/wAbr6qooA+Vf+Gh/wBp3/o0b/zJWl//ABuj/hof9p3/AKNG/wDMlaX/APG6+qqKAPlX/hof9p3/AKNG/wDMlaX/APG6P+Gh/wBp3/o0b/zJWl//ABuvqqigD4og/aI/bDv/AIjXNpF+zRpdjoCQIwtbzxLA0iONpYi+VxE4IOAixZB6k7SK1v2TLzW9Q/bM/auuPEWl2mi6y48J+fY2N817DF/xLpgu2YxRFsrtJ+QYJI5xk/YNef8Agz4KaH4G+LHxF+IVhdahNrXjr+zv7SguJEa3h+xQNBD5KhAy5ViW3M2T02jigD0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z)
Размеры в мм
1 - искровой зазор обеспечивается свечой зажигания для измерения в соответствии с Г.5; 2 - соединение;
3 - испытуемое оборудование; 4 - высоковольтный кабель системы зажигания, неэкранированный
и без элементов помехоподавления; 5 - поглощающие клещи; 6 - стенка из листового металла; 7 - стол
и опоры из изоляционного материала; 8 - защитная изоляция и защитная крышка; а - измерительное
расстояние (см. Г.6.4.1);
- длина готового резистивного кабеля системы зажигания
Рисунок Г.7 - Испытательная установка для готовых резистивных кабелей системы зажигания (вид сбоку)
Г.6.4.2 Резистивные кабели системы зажигания, не готовые к использованию
Эти кабели испытывают при измерительном расстоянии а=0,5 м.
Длину резистивного кабеля измеряют от соединения со свечой зажигания (позиция 2 на рисунке Г.1) до системы зажигания (позиция 6 на рисунке Г.1)