Вопрос
| Ответ
|
Различают следующие виды воздействия электрического тока на организм человека:
| Термическое Механическое Биологическое Электролитическое
|
Как проявляется термическое воздействие электрического тока на организм человека?
| ожоги отдельных участков тела, нагрев до высокой температуры органов (кровеносных сосудов, нервов, сердца, мозга и др.), расположенных на пути тока
|
Как проявляется электролитическое воздействие электрического тока на организм человека?
| разложение органических жидкостей организма (крови, лимфы и др.) и нарушение их физико-химического состава
|
Как проявляется механическое воздействие электрического тока на организм человека?
| расслоение, разрыв тканей организма
|
Как проявляется билогическое воздействие электрическоготока на организм человека?
| раздражение и возбуждение живых тканей организма, сопровождающиеся непроизвольными судорожными сокращениями
|
Все электротравмы условно разделяют на ...
| |
Сколько различают степеней электрических ударов (по тяжести последствий) ?
| 4
|
На производстве число травм, вызванных электрическим током, составляет
| 40% от общего количества производственных травм
|
Из всех случаев производственных травм со смертельным исходом на долю электротравм приходится ...
| 40%
|
Число случаев поражения электрическим током со смертельным исходом на электроустановках напряжением до 1 кВ составляет ...
| до 80% от всех случаев поражения электрическим током со смертельным исходом
|
Основная доля всех случаев поражения электрическим током со смертельным исходом приходится на электроустановки напряжением ...
| до 1000 В
|
На электрические удары приходится ...
| более 1/3 всех электротравм
|
К общим электротравмам относятся ...
| электрические удары
|
К местным электротравмам относятся:
| электрические ожоги электроофтальмия электрические пятна механические повреждения металлизация кожи
|
Какая степень электрических ударов (по тяжести последствий ) наиболее опасна?
| IV
|
Какова длительность клинической смерти?
| обычно 4... 5 мин
|
Какова длительность биологической смерти?
| нет верного ответа
|
Какой из электрических ожогов, как правило, имеет более тяжелые последствия?
| Дуговой
|
Электрические пятна ...
| безболезненны как правило, проходят во временем
|
При металлизации кожи
| |
Механические повреждения органов и тканей человеческого тела в результате воздействия электрического тока ...
| возникают довольно редко требуют длительного лечения
|
Электроофмальмия развивается вследствие мощного ультрафиолетового излучения электрической дуги ...
| обычно спустя 2... 6 ч после облучения
|
Основным физическим фактором, определяющим тяжесть поражения электрическим током, является ...
| сила тока
|
Величину тока, проходящего через тело человека (Iчел), условно определяют по закону Ома
![](data:image/png;base64,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)
| Г
|
Величина электрического сопротивления тела человека определяется в основном ...
| сопротивлением эпидермиса
|
На сопротивление организма воздействию электрического тока оказывают влияние ...
| физическое и психическое состояние человека
|
К снижению сопротивления организма воздействию электрического тока приводят:
| верны все ответы
|
При расчетах обычно принимают ...
![](data:image/png;base64,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)
![](data:image/png;base64,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)
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д) нет правильного ответа
| б)
|
Опасность поражения человека электрическим током оценивается значениями ...
| тока, проходящего через тело человека напряжением прикосновения
|
Промышленная частота переменного тока (в РФ) - ...
| 50 Гц
|
Человек, попавший под воздействие переменного тока частотой 50 Гц, начинает ощущать протекающий через него ток, когда величина силы тока достигает ...
| 0,6... 1,5 мА
|
Человек, попавший под воздействие постоянного тока, начинает ощущать протекающий через него ток, когда величина силы тока достигает ...
| 5... 7 мА
|
При воздействии переменного тока промышленной частоты величина порогового неотпускающего тока составляет ...
| 10.. 15 мА
|
При воздействии постоянного тока величина порогового неотпускающего тока составляет ...
| 50... 70 мА
|
При воздействии переменного тока промышленной частоты величина порогового фибрилляционного тока составляет ...
| нет правильного ответа
|
При воздействии постоянного тока величина порогового фибрилляционного тока составляет ...
| нет правильного ответа
|
Известно, что наиболее опасен ...
| нет правильного ответа
|
Известно, что при напряжениях, превышающих ... , наиболее опасен постоянный ток.
| 500 В
|
Известно, что при напряжениях меньших ... , наиболее опасен переменный ток.
| 500 В
|
Переменный ток наибольшую опасность представляет при частотах ... а) < 20 Гц б) 20... 1000 Гц в) > 1000 Гц г) < 20 с-1 д) 20... 100 с-1 ж) нет правильного ответа
| д)
|
Токи с частотой выше ... могут вызывать лишь термические ожоги и не оказывают раздражающего действия на ткани организма человека.
| 500 тысяч Гц
|
С течением времени сила тока, протекающего через тело человека, ...
| Возрастает
|
Для переменного тока какой из указанных ниже частот величина предельно допустимого значения напряжения прикосновения выше?
| 400 Гц
|
Для переменного тока какой из указанных ниже частот величина предельно допустимого значения тока поражения прикосновения ниже?
| промышленной частоты 50 Гц
|
Наиболее характерные пути тока в теле человека при электротравмах:
| рука – рука руки – ноги нога – нога
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Укажите наименее опасный путь распространения тока в организме человека при электротравмах
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)
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Из возможный путей протекания тока через тело человека наиболее опасными являются:
| голова – руки голова – ноги руки – ноги
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Из возможных путей протекания тока через тело человека наименее опасным является ...
| нога – нога
|
ГОСТ 12.1.038-82 устанавливает предельно допустимые напряжения прикосновения и токи, протекающие через тело человека, при нормальном (неаварийном) режиме работы электроустановки и продолжительности воздействи не более 10 мин в сутки для путей:
| |
Установленные ГОСТ 12.1.038-82 значения предельно допустимых напряжений прикосновения при нормальном (неаварийном) режиме работы электроустановки выше для ...
| постоянного тока
|
Установленные ГОСТ 12.1.038-82 значения предельно допустимых токов, протекающих через тело человека, при нормальном (неаварийном) режиме работы электроустановки ниже для
| переменного тока промышленной частоты переменного тока частотой 50 Гц
|
Условия, в которых работает человек, могут ...
| увеличивать или уменьшать опасность его поражения электрическим током
|
Какие из ниже перечисленных условий, влияют на опасность поражения человека электрическим током?
| температура воздуха интенсивность тепловых потоков влажность воздуха
|
Каким образом повышенная температура окружающего воздуха влияет на опасность поражения человека электрическим током?
| увеличивает опасность поражения
|
Каким образом высокая влажность окружающего воздуха влияет на опасность поражения человека электрическим током?
| увеличивает опасность поражения
|
Каким образом низкая влажность окружающего воздуха влияет на опасность поражения человека электрическим током?
| уменьшает опасность поражения
|
Каким образом высокая относительная влажность окружающего воздуха влияет на опасность поражения человека электрическим током?
| увеличивает опасность поражения
|
Каким образом низкая относительная влажность окружающего воздуха влияет на опасность поражения человека электрическим током?
| уменьшает опасность поражения
|
Опасность поражения человека электрическим током в сетях переменного тока оценивается:
| значением тока Iчел, проходящего через тело человека напряжением прикосновения Uпр
|
Все электрические установки условно делят на ...
| работающие под напряжением до 1000 В работающие под напряжением выше 1000 В
|
Выбор схемы электрической сети по условиям безопасности не производят для установок, работающих под напряжением ...
| выше 1000 В
|
Одинаково опасно при любых условиях прикосновение к токопроводящим частям установок, работающих под напряжением ...
| выше 1000 В
|
При напряжении до 1000 В широкое распространение получили следующие две схемы трехфазных сетей ...
| четырехпроводная с глухозаземленной нейтралью трехпроводная с изолированной нейтралью
|
Схема какой сети переменного тока представлена на рисунке?
![](data:image/png;base64,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)
| трехпроводная с изолированной нейтралью
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