где Qнр – низшая теплота сгорания топлива, Qнр=20.89 МДж/кг;
ηпгбр – КПД брутто парогенератора, по таблице , ηпгбр=0,9.
Расход воздуха, засасываемого дутьевым вентилятором, при максимально длительной производительности котлоагрегата, м3/ч,
Vв=1,05ВVв0αт (tх. в+273)/273, (41)
где Vв0 – теоретически необходимый расход воздуха для сжигания 1 кг твердого топлива, который определяется по элементарному составу, м3/кг,
Vв0 = 0,0889(Ср+0,375Sр)+0,265Нр – 0,033Ор, (42)
Vв0=0,0889(37,7+0,3751,7)+0,2650,33–0,0331,1=2,74 м3/кг.
α т – коэффициент избытка воздуха на выходе из топки, α т=1,2 tх. в – температура холодного воздуха, принимаем tх. в=250С.
VB=1,052423082,741,2(25+273)/273=890,322103 м3/ч.
Устанавливаем два дутьевых вентилятора на котел каждый производительностью 50%
Выбираем тип дутьевых вентиляторов ВДН–32Н-I
Таблица 15 Дутьевой вентилятор
Типоразмер
|
Производительность, тыс. м3/ч
|
Рном, кВТ
|
nном, об/мин
|
Максимальное КПД
|
ВДН–32Н-I
|
500
|
925
|
730
|
85
|
Величина расхода уходящих газов при максимально длительной нагрузке парогенератора, м3/ч,
Vд= 1,05В[Vг +Δα гтVв0 ](tд+273)/273 , (43)
где Δα гт – суммарный присос по газовому тракту, Δα гт=0,2; tд – температура дымовых газов перед дымососом, принята равной 130 0 С
V![](data:image/png;base64,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) -теоретическое количество уходящих газов в расчете на 1 кг топлива при его полном сгорании , м3/кг
V![](data:image/png;base64,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) =(0,6 (44)
V![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOAAAAJACAIAAAAbzP1xAAATQklEQVR4nO3deXBN9//H8QpFIqGaNoTSaiw1hDJjH6No1bQ0rSKEaqtqLKmMpWMszUgxTdX4o7HGmilqC0GLqtiitbWltJ2RNAmZ0kYxIkHEkt/nm3yn/f38SuXcc+995dzn4w9j1Ofct+nTOecTN+dWKi4ufghQVcnbAwD3Q6CQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqCQRqAuKSgoOHbs2KlTpzIzM7OysnJzcy9cuHDx4sXCwsIbN24UFRVVqlSpSomgoKDHH388JCSkTp06TUo0a9bsySef9PafQB2BltnVq1d37dq1bdu2tLS09PT0O3fu3Oc3F5XIz8834WZnZ9/1X0NDQzt06NC9e/eIiAgTrjunLq8I9EGdOXMmJSXFdLlv3z7TnC3H/P333zeWiI6Obtu27bBhw6Kiovz9/W05uDMQ6L8oLi7evn37/Pnzd+zYcf+TpYuvcrjE+++/b2I1P5pbAje9VvlCoPeUl5e3cOHCRYsWnT592mMvevny5RkzZixYsGD69OkjRozw2OvKItB/cPPmzXnz5plQLl265JUBzDZr1KhRGzZsWL58eb169bwygwgCvdu6desmTZr0/zc0nrd79+42bdps3ry5Xbt23p7Fawj0bzk5OUOGDNm/f7+3B/nb+fPnu3btajZnPXr08PYs3kGg/7VmzZqRI0ea+05vD3K3wsLC119/PTU11WzzvT2LFxDoQ/n5+eaGb9WqVd4e5J6uXr0aERHx008/BQcHe3sWT/P1QM0OvVevXr/88ou3B/kXubm5w4cPT05O9vYgnubTgR4+fNicmcx9XplW1axZs1OnTk2bNm3cuHGjRo3q1KkTGBgYFBTk7+9/5cqVy5cvm/uEzMzM70ocOnSooKDAlmk3bdr01Vdfvfjii7Ycrbzw3UDXr1//5ptvmju8B/nNfn5+Xbp0efXVV82P4eHhFSpU+Mff9kgJ85OWLVv26dPH/OTatWvr1q1btmzZgQMHXJ956tSpBOoTli5daq6YxcXF//o7W7VqZTru379/7dq1LbxQQEDAWyXMLsfc6WZkZFg4yF++//77ffv2mb8krhykfPHFQBMTE82G/f51VqxY8bXXXouJiTFXc1tetHv37idPnoyNjZ01a5Yrx0lKSiJQJ1uwYEF0dPR96qxUqdKQIUM++OAD298LV7ly5fj4+Hr16r333nuWD2L2SYsXLzZ/f2wcTJnPBWoutfeq09xZDhgwIC4urmHDhu4bYPTo0dnZ2XPmzLG2PD8/31zofedroj4XqNmvHD9+PCsr665fN/ea8+bNa9++vQdmmDlz5hdffJGenm5t+f79+wnUsapXr2621ebO8saNG3/9yowZM8wOxmzVPTNDlSpVzM3o4MGDrS3X/6qtjXwuUKN169bmCmsutebnZsNhth3169f38Az9+/cfM2aMtXdLZWZm2j6PLF8M1DC7+EOHDoWHh48fP/5eX9R0K7MV6927t/m7YWHtmTNnbJ9Hlo8G+lDJ12u8O0Dnzp2tzWDXP02VC74bqNc1a9bM2sKrV6/aO4kyAvUay19nvX37tr2TKCNQr6lRo4a1hQEBAfZOooxAvaZKlSrWFlarVs3eSZQRqNdcuXLF2sLQ0FB7J1FGoF5z+fJlawsbNGhg6yDSCNRrLAfauHFjWweRRqBec+7cOWsLPfOGAREE6jXfffedtYUdO3a0dxJlBOo1R48etbDKnD596ns7CdRrrJ1BIyMjbZ9EGYF6x4EDB3Jzc8u6qkqVKgMHDnTHPLII1DuWLl1qYdXbb78dEhJi+zDKCNQLTp8+beFBJlWrVp04caI75lFGoF4QExNz69atsq6aPHmyDz7TnkA9beXKlVu3bi3rqubNm/vg6fMhAvWwEydOWHhucvXq1ZOTkx9++GF3jCSOQD0nIyOjZ8+e165dK9OqihUrJiUlNWrUyE1TiSNQDzl+/HivXr3++OOPMq2qUKHC4sWLIyIi3DSVPgL1hPXr1w8dOrSs36rh5+c3f/78t956yz1DlQ8E6l4FBQVmz758+fKyLvT391+9erUvnztLEagbrV27dvz48RbetVS/fn1z0m3Tpo07pipfCNQt0tLSpkyZYu2ZoK+88sqKFStKnzMKArXZnj174uPjv/76awtrTZSffPLJO++8Y/tU5ReB2qOoqMhclOfMmXPs2DFrR+jbt29CQkKtWrXsHay8I1BXnTp1avHixUlJSRcvXrR2BHOvOXv27M6dO9s7mDMQqEV//vnnmjVrVq5cae19x6WeeeaZ2NjYAQMG2DiYwxBo2eTl5aWkpJg0U1NTLbzh4y/h4eFmF9WvXz+vPLqsHCHQB1JYWLhly5bVq1fv2LHDlQ+LNzn26NEjJiamZ8+eNo7nYAR6P8XFxXv37jXX8eTkZMvPWShVo0aNwYMHR0dHN2nSxK7xfAGB/rPTp08vX77cbH1ycnJcPJTZ/QwbNsxczatWrWrLbD6FQP+Pmzdvbty4MTEx0Zw4H+RTlO7DnCkHDhw4aNCgsLAwu8bzQQT6X9nZ2YsWLTJnTbM9d+U4TzzxRGRkpEmzdevWds3mywj0P99gOWfOHLMHunPnjuWDhISEmIv4gAED7PrgL5Ty6UC3b98+bdo0V76Q6e/vHxER8cYbb5i9ue98uJYn+Wigu3fvnjp16qFDhywfwVzBzdYnKiqqevXqNg6Gu/hcoGZ7Pm7cuJSUFGvLzU7cXMejo6O5xfQMHwrU3GJ+/PHH06dPf8CP4L5LcHDwmDFjRo8e/eijj9o+G+7FVwLNzMw0d4rWrumPPPLIpEmTTJo+9XB4ET4R6ObNmwcPHmzh01v8/PxGjRoVFxdXs2ZNdwyGf+X8QOPj46dMmWLhq+5NmzZdtmxZu3bt3DEVHpDDA508ebIJ1MJCc8ZduHAh13Svc3KgH374obU6zcKpU6faPg8scGygGzZsmDZtmoWFs2bNmjBhgt3jwCJnBpqRkWHtW8/effdd6pTizECHDRuWn59f1lVNmjRJSEhwxzywzIGBrl69Oi0tzcJCsyuqXLmy7fPAFU4LtLi4ODY21sLCLiVsnwcuclqg27Zty8rKsrBwzJgxtg8D1zkt0MTERAurAgMDX3rpJduHgescFWhRUVFqaqqFhV27drX84dhwK0cFavZGZX1+cSn+PVOWowI9ePCgtYUtWrSwdxLYxVGBnjp1ytpCH/x4l/LCUYGmp6dbWxgaGmrvJLCLowIt60cU/KVatWr2TgK7OCrQgoICawt55ocsAv2PW7du+ebHZOlzVKCWH1Zz/fp1AtXkqEDNrWReXp6FhefPn+fb2zU5KtDAwEBrgebk5DRs2ND2eeA6RwVat27ds2fPWlh48uTJbt262T4PXOeoQMPCwo4cOWJhobVV8ABHBWr54cU7d+68c+eOn5+fvfPAdY4KtEOHDtYWXrx4MTU19YUXXrB3Hsv27t07adKktWvX1q9f39uzeJmjAm3fvr05C1p7zOenn36qEOilS5cmTJiwYsUK8/OoqKh9+/b5+FMdHRVoUFBQx44drX1C5rZt2w4ePGj5HOy669evJyQkzJo1yzRa+ivffvttbGzszJkzvTWSAkcFakRGRloLtLi4eOTIkYcPH/b8O5dv3LixcOHC+Pj43Nzcu/6T+cVu3bp1797dwyPpcFqg/fr1Gzdu3M2bNy2sPXHixIgRIyx8trtl586dW7BgQWJi4r0ejG/+2sTFxRGoc4SEhJiT6MqVK60tT0pKCggImDt3rls/AM5kZ24uzVlz48aN9/+4OnPLsWnTJvdNos9pgRpmk2E5UMOc0rKzsz/77LPg4GAbpyplTtKrVq36/PPPf/vtt3/9zX369DF/EB9/p5UDA23RosXAgQNNBJaPsGPHjqZNm5r9ypAhQ1z/4mhRUVFaWtr27du//PLLB3/P/9ixY2fPns0neTowUMP8r926davld98ZFy5cGDp06EcffRQdHT1o0KCyPvb7ypUrR48ePXLkyMGDB/fs2VOmZ+cGBQUtWbLE3EyXcWRncmagoaGhplGz43HxOBkZGTExMWbX1b59++eee65Vq1ZhYWF169Y1DVWuXLmwsNCUV1Di7NmzWVlZ5t7A/Pjzzz+np6dbe+9f8+bNk5OTGzVq5OLkjuHMQI3hw4fv3r173bp1rh/q9u3b35Rw/VD3Z87ZCQkJ/v7+7n6hcsSxgRrmQvnrr7/+8MMP3h7k3zVo0GDRokXPP/+8tweR4+RAAwMDzXanc+fOlr8d2QMqVqxo7iKmT5/OifMfOTlQ47HHHjN7lF69emmeR819rblX5jPB7sPhgRq1a9fev39/VFTUli1bvD3L38x5PS4uzgTq7UHUOT9QIyAgICUlZf78+RMnTrTwaUn26tixo4//62WZ+ESgpUaNGtWzZ8+xY8du3brV869etWrVyMjIkSNHtm3b1vOvXn75UKDG008/vXnz5m+++WbKlCnmuu+BV/Tz8+vSpYu5wejbt2+NGjU88IoO41uBlurUqdPevXt//PHHhISEtWvXuuOib1o0F/HevXu//PLLZqNm+/F9hy8GWqply5ZLliyZO3fuzp07zR3qrl27HuQNHPfRoEGDVq1amVtMs/V59tln+Q4nW/huoKXMreErJR4qefbY0aNHzZn1zJkzOTk5pte8vLzr169fu3atqKioUqVKVUoEBgaak2JwcHCtWrWeeuopc9sQFhYWHh7OFdwdfD3Q/6127dq9S3h7EPyNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCGNQCHtfwBp5eSKhokEzQAAAABJRU5ErkJggg==) =(0,6
Vд=1,05242308[5,3+0,152,74](130+273)/273=2145 м3/ч.
Дымосос 2 ДОД43. Характеристика дымососа приведена в таблице 16
Таблица16 Дымососы
Типоразмер
|
Производительность, м3/ч
|
Рном, кВт
|
nном, об/мин
|
Максим. КПД
|
ДОД43
|
1335/1520
|
1570/2500
|
370
|
82,5
|
Достарыңызбен бөлісу: |