![](data:image/png;base64,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)
Предварительно распределяем найденное значение на Δ1 и Δ2 в пропорции: Δ1:Δ2=1:1,5. Так как Δ1+Δ2= °С, то находим Δ1=31,8086°С и Δ2=47,7130°С. Зная Δ1 и Δ2, заполняем колонку предварительного расчета I приближения (таблицу 2.2) с использованием формул:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASAAAAAWCAIAAADvtdbTAAAIhUlEQVR4nO1beUgVXRR/lbYarZaV2Ya0L9pmJCa0mpotjwpbbeGRQmRkabRQaSllC2WbGpVloSYJUSFZpJK0YkUWZtpmhraY7bTY73sX5hvmzdw3M3eePmR+f8iZe+8795xzzzn3nHlPh9raWoMOHTpsA4f6FkCHjoYMPcB06LAh9ADTocOGaFABtnz58tTU1LS0NH9///qWRYeO/9CgAiwxMXHDhg2+vr56gOmwEwgDzGg0ZmZmCgbbt2//7t07xp1+/vwZFhZ29uxZd3f3rKwsNzc3RoaQMzIy8vXr18OGDbtx4wZGsrOzb926lZOTw8iZDggfERFRXFysaCo9PT08PPz379/R0dHLli2jb9G4cWP+49+/f/mPnp6eZWVlX79+dXFx8fPz27FjBw6ITJ05c+b8+fPYxWQyTZo0SZli1lSwFMzJyammpkarXegmKigowKdgiqCgoLFjx1KYU1aqMB39LKxCGGCfP3+uqKjo2LFjXFzcp0+foGp1dfWSJUsUMRUFbIfzePPmzblz56Kiok6fPs3IcMWKFbiyJkyYsHnzZjISHBx8//79bt26MQsrDhzM9u3bu3TpUlJSIn8KKCoqOnjw4L17975//x4YGIiMMGLECPpe9IMsLCyEmh8+fIDuKIxhUgxiiyNHjmzcuPHHjx+LFi2Cu4wePVoT7TjA+Q4dOkToS5cuZWRkyOdP34VuosuXL4eEhKxcubJly5ahoaFwzilTpojyt7pShem4sxAEmxwIA6xXr16dO3cG8eDBg2nTpjk6Ojo7O/fo0UMpXwEQtCkpKW/fvm3VqhXCAIUcI0MAsqEahB137txJRpKSkvr27QsDJSQksPO3BISPiYkBgfOTPwXs379/7dq1nTp1Ag3d4aPJycmqxYAXEgIMkYN79uxJHg8cOHDq1CkkadBwUxhBUYDRVSDgostgtjaSplLhpXahm+jEiRMIlYULF4IOCAjAAqkAo6+0kekoEAbY4cOHCYEAQ0Bz2zNug5Tg5eUF4xrM+YC94DSYTwjS4lS4kenTp3/58oWds+bIzc3lrtlRo0ZxNDtQ0ri6uhL6+fPnAwcOJDQu9vj4eK12sURlZeWTJ0+8vb21Ykg3Ee49kveBrl27Un4dIX9l3ZhO/CUH+qWXL1/269fP6ufR8EycOFF0qkmTJr9+/SJ0fn6+j48PocG5efPmqqT9H+i10M6hrkA50b9/f0ZuMrVQDajctm1bQnfo0AF9o9WPoIiqqqpCQYF8P3v2bMsFkAr1Nhxx3bp1ZASLy8vLe/fuDRpVEGhGsSnARTFv3jz+CKMN6SYyGo1Iph4eHi1atNi1a9eCBQuk+MhZWZemEw8wOK67uzvsYvXz48ePl9P2PXz4EE0kl5a4bKEO4Obv779nzx4k0S1btiDSWLgZZGuhGqg6mjVrRmjUtHikr0cnibIcK+/evYuKF2l4zpw5gjVg2KhRI1zgnA9FRkaiNIqIiECrcPv2bbQTmivC4fjx49nZ2fwRRhvSTQS90LS7uLiADgsLo7wllrOyLk0nHmCoD4cOHarVHsCLFy/gNIMHDwYdGxuLCBFdJjMLbtq0KSoqav78+a9evUKu0lBOGwHZFGeGv6BRxBKCAmIoAJ0ANM3IyLAMMFQZxcXFaNPRPMAUGIG7fPz48dixYw4ODoMGDWrTpg1Zqfn9nJeX5+bmpu3LJLqJTp486eTk9P79e9R1ixcvRggJ7k9FK+Wbjh2SATZkyBDBIDYuLS11dnbGpQHRFW3z7ds3cv8CV69enTVrFqERITNmzLhz5w55lJkFr127RnpFtKqouflTAoaiYFFEHbp3747zI06D/lORa6KREOhI4OjoiEIAaRguRbzEYO5LycuDkpKSCxcukEHN7+ekpKSQkBANGRqsmSgzM9NkMrVr1w50aGhocnKyVIDJWSnfdOyQDDA/Pz/BYOvWraurqx8/fuzr68v5pczsiPKa9F1//vxB2YPMAfrZs2fbtm3jXuzIB5ITsWBhYSG/AZPJ0FIRW/dgY8aMgVQIFYO5e0QTL/+zaE7QIUjNotRB0rUcz8rKknrPxoiamhqkyMTERME4ow3pJgIHrmhEuqG8Lpe/sm5MJx5gKOEsb7CCggKDufkm71IJZGZHmA9ZwcfHJz4+HsmPcOjTpw9KeWQRpUJ7enqmp6fDCuvXr1+6dCk3LpOhpSK27sGQU1etWjVy5EicfUxMjNV39IGBgVAESQSZLi4uDu0rf3bmzJlHjx7FbGVlZW5ubkBAABmfOnVqampq06ZNYeqEhISbN2/aQhcUXUFBQdhFMM5oQ7qJJk+evHXrVoQEcis6eTRLUnzoK+vedMIAQ7eXkpKC7eHEuEMtvxKBfffu3at0G3iJ0WgsLy9Hy757927V4hLs27cvODh49erVOAn6ryJQB6Ic5x4RgU+fPiW0CkUqKirmzp2Lq89grk4HDBiQlpZGopQyZTC/d4bi6KyQUKOjowXfsYwbN+769ev8EVywuLXQk+AvTDd8+HD+bFVVFeptNBIoq+CX5DsfoKysDJUVfMvb2/vixYvQXRPtIDyuFG4Z6kP4qCLOMnehmAj9Um1tLTwTs2vWrBH88oEvIX2lOtOp+H6ZgzDAYs2QWo1uG3eRl5eX0m1QyD169EixdBLw8PAgJ2QVMKjouDpFcOkJIkHOFIHJDNEp8sqLj7y8PAorqVmZNpGCqAponouKivgjqPA134WAYiK4vtSsQELKSoMq0zGWNgp+7IvSy9XVVUV02RvsShFU49zrHzsELnlcsPUtBQ12LqGCAOO/cNOkY8nPzyd3NDwMTs/+swCZDDVXhAXh4eGo/utXBgpycnLYfzVqU9i5hAoCTHNfRACUlpbWPcN6Dyo+rly5Ut8i0GDrf01gh51L2KD+H0yHDnvDP9Mnew9/ypqrAAAAAElFTkSuQmCC)
![](data:image/png;base64,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)
По рассчитанным температурам греющего и вторичного паров находим давления и энтальпии паров, а также давления в сепараторах [1, стр. 16, табл. 2]. Табл. 2.2
| Название
| Символ
| Размерность
| I приближение
| Предварительное
| Окончательное
| I корп
| II корп
| I корп
| II корп
| 1
| Температура греющего пара
|
![](data:image/png;base64,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)
|
|
![](data:image/png;base64,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)
|
![](data:image/png;base64,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)
|
|
| 2
| Полезная разность температур
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAASCAIAAADZrBkAAAAA7klEQVR4nGP5//8/A+mAhQw91Nb27NkzdXX1hw8fCgkJkaBt7ty5RkZGCxYsKCoqIlbbv3//Vq1atXfvXi8vLxK0bd++3dbWVkxMzNDQcN++fU5OTkRpmzVrVmNjI5CRkpLS29tLlLanT5++fv3awMAAyDY3N7979+7Lly/FxcUJaJszZ05SUhKcGx8fDwyeqqoqfNoggXHq1Cm4SGxsrJWVVWVlJSMjI05tW7duBQYGNzc3XERQUBAYMMBAAoYqTm0zZ85sampCc09qamp/fz8+bTt27Ni2bRsDBmBiYsLntz9//mDqwQoGQw4gCADW9FkXvcfczAAAAABJRU5ErkJggg==)
|
| 31,8086
| 47,7130
|
|
| 3
| Температура кипящего раствора
|
|
|
![](data:image/png;base64,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)
|
![](data:image/png;base64,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)
|
|
| 4
| Температурная депрессия
|
|
| 1,6
|
![](data:image/png;base64,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)
|
|
| 5
| Температура вторичных паров
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAASCAIAAADdWck9AAAA80lEQVR4nLXPP6tFYBwH8DOcQTGYjAZlkOws3gSTRWaTUSkrA28CsSjKbLIaJC+A8mcwKwPOU7Z7uvfp1D3f6fvU91O/53ld1+OTPD9a/xPY913X9SRJaJrO85wkSQgwDAPDsGma0jQ1TTOKor/APM9BECzLgqKooiiWZUFOyrKM53mwBv08z3VdIaCqKlEU7z4MA4IgENC2bRzHtm3fT5ZlIaDv+6ZpOI4D3XEc4CFg2zaKou5elqUkSRCA4/h993EcdV2HYQgBgiAURQH+7XmepmkEQUCA67qyLI/jqKqq7/uPt/wEDMN0Xfe++xVA833wAs9kXd8xFnooAAAAAElFTkSuQmCC)
|
| 111,5214
| 59,1268
|
|
| 6
| Гидравлическая депрессия
|
![](data:image/png;base64,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)
|
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAASCAIAAADHZSmzAAABE0lEQVR4nGP5//8/A7UBC9VNpK+hGzduLC0tvXXrFlZZJiYmZC4PD8+nT5/wGfr169e2tjZJSck7d+7gckh6evr06dMh7O3bt69Zs4aAS7m5uVtbW4GMvLw8XIbCTQSCOXPmFBYWEjCUJPDq1asbN27Y2NhQ09CFCxdGR0djilNk6IIFC3bt2kVNQw8fPiwnJyctLU1NQ4FRlJiYiFWKTEOBCXPfvn2zZ8+mpqFLly719/dnY2MjytDnz59HRERcv34dyBYTE9PS0lq1ahWQYWZmdurUKbgyoN9nzZqFy0p0Q4F56eDBg2iC3759u3btGrLI2bNn8fiDKO9PmDDB3t6eGJUkGLp3715gIFLfUOJNBAIAXJNiXG5YuuEAAAAASUVORK5CYII=)
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAASCAIAAADHZSmzAAABE0lEQVR4nGP5//8/A7UBC9VNpK+hGzduLC0tvXXrFlZZJiYmZC4PD8+nT5/wGfr169e2tjZJSck7d+7gckh6evr06dMh7O3bt69Zs4aAS7m5uVtbW4GMvLw8XIbCTQSCOXPmFBYWEjCUJPDq1asbN27Y2NhQ09CFCxdGR0djilNk6IIFC3bt2kVNQw8fPiwnJyctLU1NQ4FRlJiYiFWKTEOBCXPfvn2zZ8+mpqFLly719/dnY2MjytDnz59HRERcv34dyBYTE9PS0lq1ahWQYWZmdurUKbgyoN9nzZqFy0p0Q4F56eDBg2iC3759u3btGrLI2bNn8fiDKO9PmDDB3t6eGJUkGLp3715gIFLfUOJNBAIAXJNiXG5YuuEAAAAASUVORK5CYII=)
| 7
| Давление греющего пара
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAUCAIAAAARPMquAAABk0lEQVR4nL3Uv6/BcBAA8EcqkZhIKkLMNmGQriId/EjFWgSL+BNEitViIixtw2ToZtChSRcbG4OFLiYhIlJDkya4RPIG0oe2eTdd028+ue/1rsjtdvsxOxDTxX9EJ5NJPp8/n8+QWywWl8uVTqdbrZbb7daPplKpWq12Op0AUlV1t9t1Op1SqcTzvH4UYrFYEAQBic1m8/v9jUbD6/V+KGqiy+WyXq//PkqS5PF4DKFw5e12GwgErtfr4XCYTqfQDYqiDKGr1UqWZQRBrFar0+mMRCLdbjeRSBhCoaGFQmE4HH6uvEehocFgULeoicbjcfNRMyudzWa5XG6/34fD4Uql0mw2n06Xy+XRaMRxHCxIu92G7chkMiRJ4jiuiWIYttls/iiBpmmY32g0CmgymWRZtlqtQr5erzXRtyEIwnw+F0Xxca1YLIai6OVyeTr2HZrNZmHgfD4f5KDDCPf7/dcR/g5lGAY2rVgs9no9qHQwGIRCofF4bAiFz/K4rKIo0Mfj8ehwOF6P6fxJ2+12WGWtt3dPm6kCFYHyPwAAAABJRU5ErkJggg==)
| бар
| 4,1185
|
|
|
| 8
| Давление в сепараторе
|
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAASCAIAAAA2bnI+AAAA70lEQVR4nMXPPw5EQBQG8CXjABQiErVOohBXIMIFiOicQfxp9VzAJTiATkmholEJhYhSwk611e7Ormyyr3qTzC/v+8B5nrdLA66xX8s8zy3LWtcV7hiGURRlGEYcxzRNI6SmaZ7nLcsCf+/7Po5jkiSO4xRFgU5b17Wu63AhCILjuDAMWZZFp4XTNE0QBI9n3/cMw6AlTDgMA8/zx3HM81yWJQzv+z5atm27bRsAAMdxkiQlSUrTVFVVtIQlbdvOsuxpkXcSlhQE4T17KRVFuSi/vllVlWma0zSJoui6bhRFn0pZlruuQ157Ir+af8g71Ole/8kRmPEAAAAASUVORK5CYII=)
| бар
|
| 0,193
|
|
| 9
| Энта-льпия
| Греющего пара
|
![](data:image/png;base64,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)
|
![](data:image/png;base64,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)
|
|
|
|
| Вторичного пара
|
|
![](data:image/png;base64,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)
|
|
|
|
| 10
| Концентрация раствора
|
|
![](data:image/png;base64,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)
| 15,46
| 30
|
|
| 11
| К-во выпаренного растворителя
|
![](data:image/png;base64,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)
|
![](data:image/png;base64,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)
| 1,617
| 1,436
|
|
| |