Расчетная часть.
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Расчет таблицы и графика приливов на день отхода из порта
Кейптаун.
Кейптаун (Основной пункт) №1705 (стр.286).
Сезонные изменения незначительные. Таблица основных точек для построения графики приливов
в порту Кейптаун.
| Дата
| Время
| Время роста
| h
роста
| Время падения
| h
падения
| h
высота
| Уровень
| 30.03.2017
| 17:05
| --------
| --------
| 6ч04м
| 1,6
| 1,8
| ПВ
| 23:09
| 6ч16м
| 1,6
| 0,2
| МВ
| 31.03.2017
| 5:25
| 6ч16м
| 1,6
| 1,8
| ПВ
| 11:41
| 6ч07м
| 1,5
| 0,2
| МВ
| 17:48
| 6ч07м
| 1,4
| 1,7
| ПВ
| 23:55
| 6ч15м
| 1,4
| 0,3
| МВ
| 01.04.2017
| 6:10
| 6ч19м
| 1,3
| 1,7
| ПВ
| 12:29
| --------
| --------
| 0.3
| ПВ
| Рассчитываем время роста и падения, а также величину прилива, для получения данных для входа во вспомогательную таблицу.
Используя вспомогательную таблицу 1а, рассчитываем промежуточные точки графика приливов, вероятная форма графика обусловлена характером приливов в основном пункте.
Точки графика приливов в порту Кейптаун.
| Дата
| T
время
| h
поправка
| h
высота
| 30.03.17
| 17:05
| основная точка
| 1,8
| 18:05
| -0,1
| 1,7
| 19:05
| -0,4
| 1,4
| 20:05
| -0,8
| 1,0
| 20:09
| 0,8
| 1,0
| 21:09
| 0,4
| 0,6
| 22:09
| 0,1
| 0,3
| 22:09
| основная точка
| 0,2
|
31.03.17
| 23:09
| основная точка
| 0,2
| 0:09
| 0,1
| 0,3
| 1:09
| 0,4
| 0,6
| 2:09
| 0,8
| 1,0
| 2:25
| -0,8
| 1,0
| 3:25
| -0,4
| 1,4
| 4:25
| -0,1
| 1,7
| 5:25
| основная точка
| 1,8
| 5:25
| основная точка
| 1,8
| 6:25
| -0,1
| 1,7
| 7:25
| -0,4
| 1,4
| 8:25
| -0,8
| 1,0
| 8:41
| 0,8
| 1,0
| 9:41
| 0,4
| 0,6
| 10:41
| 0,1
| 0,3
| 11:41
| основная точка
| 0,2
| 11:41
| основная точка
| 0,2
| 12:41
| 0,1
| 0,3
| 13:41
| 0,4
| 0,6
| 14:41
| 0,8
| 1,0
| 14:48
| -0,8
| 0,9
| 15:48
| -0,4
| 1,3
| 16:48
| -0,1
| 1,6
| 17:48
| основная точка
| 1,7
| 17:48
| основная точка
| 1,7
| 18:48
| -0,1
| 1,6
| 19:48
| -0,4
| 1,3
| 20:48
| -0,8
| 0,9
| 20:55
| 0,8
| 1,1
| 21:55
| 0,4
| 0,7
| 22:55
| 0,1
| 0,4
| 23:55
| основная точка
| 0,3
| 23:55
| основная точка
| 0,3
| 0:55
| 0,1
| 0,4
| 1:55
| 0,4
| 0,7
| 2:55
| 0,8
| 1,1
| 3:10
| -0,8
| 0,9
| 4:10
| -0,4
| 1,3
| 5:10
| -0,1
| 1,6
| 6:10
| основная точка
| 1,7
| 6:10
| основная точка
| 1,7
| 7:10
| -0,1
| 1,6
| 8:10
| -0,4
| 1,3
| 9:10
| -0,8
| 0,9
| 9:29
| 0,8
| 1,1
| 10:29
| 0,4
| 0,7
| 11:29
| 0,1
| 0,4
| 12:29
| основная точка
| 0,3
|
Расчет таблицы и графика приливов на день прихода в порт Белен.![](data:image/png;base64,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)
Белен (Основной пункт) №1968 (стр.326).
Сезонные изменения незначительные. Таблица основных точек для построения графики приливов
в порту Белен.
| Дата
| Время
| Время роста
| h
роста
| Время падения
| h
падения
| h
высота
| Уровень
| 11.04.2017
| 23:57
| --------
| --------
| 07ч14м
| 2,9
| 3,5
| ПВ
| 07:11
| 4ч53
| 3,0
| 0,6
| МВ
|
12.04.2017
| 12:04
| 7ч25м
| 3,0
| 3,6
| ПВ
| 19:29
| 5ч02м
| 2,9
| 0,6
| МВ
| 13.04.2017
| 03:31
| --------
| --------
| 3,5
| ПВ
| Рассчитываем время роста и падения, а также величину прилива, для получения данных для входа во вспомогательную таблицу.
Используя вспомогательную таблицу 1а, рассчитываем промежуточные точки графика приливов, вероятная форма графика обусловлена характером приливов в основном пункте.
Точки графика приливов в порту Белен.
| Дата
| T время
| h поправка
| h высота
| 11.04.2017
| 23:57
| основная точка
| 3,5
| 0:57
| -0,2
| 3,3
| 1:57
| -0,6
| 2,9
| 2:57
| -1,1
| 2,4
| 3:57
| -1,6
| 1,9
| 3:11
| 1,6
| 2,2
| 4:11
| 1,1
| 1,7
| 5:11
| 0,6
| 1,2
| 12.04.2017
| 6:11
| 0,2
| 0,2
| 7:11
| основная точка
| 0,6
| 7:11
| основная точка
| 0,6
| 8:11
| 0,5
| 1,1
| 9:11
| 1,5
| 2,1
| 10:04
| -1,5
| 2,1
| 11:04
| -0,5
| 3,1
| 12:04
| основная точка
| 3,6
| 12:04
| основная точка
| 3,6
| 13:04
| -0,2
| 3,4
| 14:04
| -0,6
| 3
| 15:04
| -1,3
| 2,3
| 16:29
| 1,3
| 1,9
| 17:29
| 0,6
| 1,2
| 18:29
| 0,2
| 0,8
| 19:29
| основная точка
| 0,6
| 19:29
| основная точка
| 0,6
| 20:29
| 0,1
| 0,7
| 21:29
| 0,2
| 0,8
| 22:31
| -0,2
| 3,3
| 23:31
| -0,1
| 3,4
| 13.04.2017
| 0:31
| основная точка
| 3,5
|
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)
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)
Расчет таблицы освещенности на день отхода из порта Кейптаун
и на день прихода в порт Белен. Порты
| Кейптаун
| Мадрин
| Календарные даты
Явления
| 31.03.2017
| 11.04.2017
| Начало утренних навигационных сумерек
| 5ч04м
| 6ч47м
| Начало утренних гражданских сумерек
| 5ч28м
| 7ч21м
| Восход Солнца
| 5ч58м
| 7ч48м
| Азимут восхода Солнца
| 85 SE
| 78,61 SE
| Заход Солнца
| 17ч43м
| 18ч54м
| Азимут захода Солнца
|
|
| Конец вечерних гражданских сумерек
| 18ч13м
| 19ч21м
| Конец вечерних навигационных сумерек
| 18ч37м
| 19ч55м
| Восход Луны
| 10ч19м
| 19ч38м
| Заход Луны
| 21ч24м
| 07ч17м
| Возраст Луны
| 2,9д
| 14,9д
| Фаза Луны
|
![](data:image/png;base64,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)
|
![](data:image/png;base64,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)
| План перехода между портами Кейптаун-Белен.
Координаты:
Начало:φ1=33°40,1'S λ1=018°09,5'E
Конец: φ2=43°04,4'S λ2=064°00,1'W Расчет локсодромии.
Теперь посчитаем локсодромический курс и локсодромическое расстояние, чтоб определить выигрыш в плавании и целесообразность плавания по ДБК.
Для этого необходимо:
1. Посчитать разность:
а) разность широт
б) разность долгот
в) разность меридиональных частей.(таблица 2.28а МТ-2000)
2. Рассчитать локсодромический курс по формуле: tgK= Δλ/ РМЧ
3. Рассчитать локсодромическое расстояние по формуле Sлок=Δφ/ secК
4. Рассчитать ΔS=( Sлок – Sорт)/ Sлок*100%
Разность широт
| Разность долгот
| РМЧ
| 33°40,1'S
—
43°04,4'S
| 018°09,6'E
—
064°00,1'W
| 2852,8
—
2134,6
| РШ 9°24,3 к S Δφ=564.3
| -РД 82°09,6' к Е Δλ=4929,6
| 718,2
|
tgK= Δλ/ РМЧ= (4929,6/564.3)= 8,73
K=83 |