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Составление приближенного бюллетеня метеосредний в иртуальные поправки
он = _____ Заряд = _____
hоп = ____ Тз = ____ Vо сум = _____
Ноп = (hамс - hоп) /10 + Намс = ___________________
Тз = Тз - 15С = ________________
Опорные
дальности
| Ди ________
| Ди ________
| Ди __________
| Yбюлл (из ТС по Ди)
| ___________
| ___________
| ___________
| Группа метео
| ___________
| ___________
| ___________
| АW = он - w
| ___________
| ___________
| ___________
| Из таблицы
разложения ветра
| Wx=__
| Wx=__
| Wx=__
| Wz=__
| Wz=__
| Wz=__
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1
| Дw= 0,1Xw Wx
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| 2
| Дн= 0,1Xн Ноп
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| 3
| Дт = 0,1 Xт Т
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| 4
| Дvo = XvoVo сум
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| 5
| ДТз = 0,1ХТзТз
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| 6
| Дсумм
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| 7
| w = 0,1 Zw Wz
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| 8
| сумм
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ОПРЕДЕЛЕНИЕ ИСЧИСЛЕННЫХ УСТАНОВОК ПО ЦЕЛЯМ
№
пп
| Наименование
действия
| Ц _______ № ___
| Ц _______ № ___
| Ц _______ № ___
| Ц _______ № ___
| 1
| Хц
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| 2
| Хб
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| 3
| Х = Хц - Хб
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| 4
| Уц
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| 5
| Уб
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| 6
| У = Уц - Уб
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| 7
| Кн = МРК/БРК
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| 8
| ц т
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| 9
| он
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| 10
| ц т = цт - он
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| 11
| ц и с ГРП
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| 12
| ц и = цт + ци
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| 13
| Кд
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| 14
| Дц т = БРК Кд
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| 15
| Дци с ГРП
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| 16
| Дци = Дцт + Дци
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| 17
| Дци Пр*
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| 18
| h ц
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| 19
| h б
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| 20
| hц = h ц - h б
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| 21
| Дци; hц 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) 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)
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| 22
| Пр = Пр* + ![](data:image/png;base64,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)
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| 23
| Хтыс = 50/ П
|
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|
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| 24
| Гц
|
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|
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| 25
| Ск = 1/3 Гц /Хтыс
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| 26
| Фц (д.у.)
|
|
|
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| 27
| Jв =Фц (м) / 0,001Дцт /nор
Jв =Фц (д.у.) / nор х К у
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КОМАНДА: «__________» . Стой. Цель ___, _________. ОФ, взрыватель ______. заряд ____. Прицел _____, скачёк __, основное направление ______, веер ______, установок ___. Батарее по ____ мин, ___ мины беглый, остальные ___ секунд выстрел. Огонь!»
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