Дәріс 10. Кептіру.
Дәріс жоспары.
1. Кептірудің кинетика және динамика негіздері. Кептірудің қисық сызығы және кептіру жылдамдығының қисық сызығы. Теориялық кептіру процесі. Кептіру процесін і–d диаграммасында көрінісі.
2. Кептіргіш қондырғылардың материалдық және жылу балансы. Кептіргіш агенттін меншікті мөлшері. Кептіру процесінің варианттары.
3. Кептіргіштердің жіктелуі. Кептіргіштердің конструкциялары.
Кептіргіштерді есептегенде кептіру жылдамдығын анықтау керек. Материал бетінің бірлігінене буланған ылғал мөлшері кептірудің жылдамдығы деп аталады, яғни
(8.5)
Кептіру жылдамдығы масса алмасу процесінің жылдамдығы сияқты масса өтудің негізгі теңдеуінен анықталады:
![](data:image/png;base64,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) (8.6)
Достарыңызбен бөлісу: |