; Таблица 3.3.2.1
Тепловой баланс холодильника-конденсатора.
Статьи прихода
| кДж/т
| %
| Статьи расхода
| кДж/т
| %
| 1) Тепло с газами
| 670122,29
| 42,05
| 1)Тепло с газами
| 483545,21
| 30,34
| 2) Тепло окисления
| 161044,55
| 10,11
| 2)Тепло с кислотой
| 3085,24
| 0,19
| 3) Тепло образования моногидрата
| 101483,04
| 6,37
| 3)Теплопотери
| 47798,27
| 2,99
| 4) Тепло разбавления моногидрата
| 9675,62
| 0,61
| 4)Тепло, уходящее с водой
| 1058847,12
| 66,46
| 5) Тепло конденсации воды
| 650950,34
| 40,86
|
|
|
| Итого:
| 1593275,84
| 100
| Итого:
| 1593275,84
| 100
|
Рассчитаем количество воды, необходимой для охлаждения нитрозного газа при данных условиях. Принимаем температуру поступающей воды 40![](data:image/png;base64,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) уходящей воды 50![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAMCAYAAABWdVznAAAACXBIWXMAAA7iAAAONAFQYgmNAAABKElEQVR4nGP5DwQMJAAWUhSDNbx7sI9h1uQ9DF9ZRRgCUpMYDBW4GY4ur2eYc+Ifg8i/pwxXHvEyzFw5jQEoDNFwZN8tBu+SCgaJ96cYtl49xsBz8zpD7fZ/DGtmtTAIsrxj2D7/AAMHE5INasrsDEe272Lg/v6OQVTbiGHzkokMhh7tDELcLAxMDGIMPhlhqE7SsI9iYGA/x/CZXZ9BV0WAYdPkjwwS4oIMTAzYAdDT7AwaFpYQ3ve3DDxMLAyfXn5g+AfkYtOEGkqc/AwhLgYMNbu2M3wK02fgZXzDsGP+QQbDaB+Gvy/eMfwEGs6Crt80upLB72o1Q0l5BQP/r+cMlx/yMPS6yjKU2nQxXGAwwIwHFh5phvxJCzCcsuPFOixOIgKQrAEAKyVVyq5q5ysAAAAASUVORK5CYII=) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAMCAYAAABWdVznAAAACXBIWXMAAA7iAAAONAFQYgmNAAABKElEQVR4nGP5DwQMJAAWUhSDNbx7sI9h1uQ9DF9ZRRgCUpMYDBW4GY4ur2eYc+Ifg8i/pwxXHvEyzFw5jQEoDNFwZN8tBu+SCgaJ96cYtl49xsBz8zpD7fZ/DGtmtTAIsrxj2D7/AAMHE5INasrsDEe272Lg/v6OQVTbiGHzkokMhh7tDELcLAxMDGIMPhlhqE7SsI9iYGA/x/CZXZ9BV0WAYdPkjwwS4oIMTAzYAdDT7AwaFpYQ3ve3DDxMLAyfXn5g+AfkYtOEGkqc/AwhLgYMNbu2M3wK02fgZXzDsGP+QQbDaB+Gvy/eMfwEGs6Crt80upLB72o1Q0l5BQP/r+cMlx/yMPS6yjKU2nQxXGAwwIwHFh5phvxJCzCcsuPFOixOIgKQrAEAKyVVyq5q5ysAAAAASUVORK5CYII=)
m=![](data:image/png;base64,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) ![](data:image/png;base64,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) где ![](data:image/png;base64,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) -теплоемкость воды, Дж/моль град;
![](data:image/png;base64,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) -тепло охлаждающей воды, кДж/т;
Определяется поверхность теплообмена, необходимая для холодильника-конденсатора.
; где - тепловая нагрузка аппарата, кДж/с;
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