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Ìåíþ
Ïîèñê



áåñïëàòíî ðåôåðàòû Íàãðåâàòåëüíûå ïå÷è â êóçíå÷íûõ öåõàõ


Âîçäóõà: Î2 = 209,88*32 / 22,4 = 299,829

      N2 = 789,15*28 / 22,4 = 986,438

 


1286,267


∑ïðèõ = 75,778 + 1286,267 = 1362,045êã

∑ðàñõ = 1362,043êã

3 Ðàñ÷åò íàãðåâà ìåòàëëà


3.1 Ðàñ÷åò íàãðåâà ìåòàëëà â I èíòåðâàëå


Òåìïåðàòóðà ìåòàëëà


            tìí + tìIê

tìI =                     ,Ñ   ãäå tìIê – ïðèìèòå 600 Ñ.

                      2

    tìí – òåìïåðàòóðà ìåòàëëà íà÷àëüíàÿ, Ñ

tìIê – òåìïåðàòóðà ìåòàëëà êîíå÷íàÿ, Ñ


             20 + 600

tìI =                      = 310 Ñ

                   2


Òåìïåðàòóðà ãàçà


              tãIí + tãIê

tãI =             2         , Ñ ãäå tãIê – ïðèìèòå 1150 Ñ.


tãIí – òåìïåðàòóðà ãàçà íà÷àëüíàÿ, Ñ

tãIê – òåìïåðàòóðà ãàçà êîíå÷íàÿ, Ñ


            800 + 1150

  tãI =                        = 975 Ñ

                         2


Òåìïåðàòóðà êëàäêè

 


               tìI + tãI

têëI =                          ,Ñ

                        2



              310 + 975

têëI =                         = 642,5 Ñ

                        2


Ïàðöèàëüíîå äàâëåíèå èçëó÷àþùèõ êîìïîíåíòîâ ïðîäóêòîâ ñãîðàíèÿ

                     Vñî2

Ðñî2 = Ðàò            , êÏà,

                         Vñì


ãäå Ðàò = 98,1 êÏà;

    Vñî2 – ïðîöåíòíîå ñîäåðæàíèå ÑÎ2 â ïðîäóêòàõ ñãîðàíèÿ òîïëèâà, %;

Vñì = 100%.

                     8,97

Ðñî2 = 98,1               = 8,8 êÏà

                       100


                       Ví2î

Ðí2î = Ðàò                 , êÏà,

                             Vñì


ãäå Ví2î – ïðîöåíòíîå ñîäåðæàíèå Í2Î â ïðîäóêòàõ ñãîðàíèÿ, %.

                            

 

                         17,70

    Ðí2î = 98,1                      = 17,4 êÏà

                              100



Ýôôåêòèâíàÿ äëèíà ëó÷à

                   V           ÂÍL - hbl

Sýô = 3,6          =                       , ì,

                       F            Fê + Fì


ãäå  – øèðèíà ðàáî÷åãî ïðîñòðàíñòâà ïå÷è, ì

                 (Â = b + 2à, ãäå à = 0,5ì);   Â = 0,7 + 2*0,5 = 1,7ì

Í – âûñîòà ðàáî÷åãî ïðîñòðàíñòâà (ïðèìèòå Í = 1,8ì);

L - äëèíà ðàáî÷åãî ïðîñòðàíñòâà, ì (L = l + 0,5);   L = 2,4 + 0,5 = 2,9ì

Fê – ïëîùàäü âíóòðåííåé ïîâåðõíîñòè ðàáî÷åãî ïðîñòðàíñòâà ïå÷è (çà âû÷åòîì ïëîùàäè çàíÿòîé ìåòàëëîì), ì2  

           (Fê = 2ÂÍ + 2ÍL + 2ÂL – bl);                                                                                  Fê = 2*1,7*1,8 + 2*1,8*2,9 +2*1,7*2,9 – 0,7*2,4 = 24,74ì2

Fì – ïëîùàäü òåïëîâîñïðèíèìàþùåé ïîâåðõíîñòè ìåòàëëà, ì2

              ( Fì = 2bh + 2hl + bl).  Fì = 2*0,7*0,8 = 2*0,8*2,4 + 0,7*2,4 = 6,64ì2


                 1,7*1,8*2,9 – 0,8*0,7*2,4

Sýô = 3,6                                               = 0,864ì

                               24,74 + 6,64



  Îïðåäåëèì ïðîèçâåäåíèå


Ðñî2 * Sýô, êÏà*ì;         8,8*0,864 = 7,6

Ðí2î * Sýô,êÏà*ì;         17,4*0,864 = 15


Âûïîëíèì íîìîãðàììû


εñî2 = 0,09, ãäå εñî2 – ñòåïåíü ÷åðíîòû óãëåêèñëîãî ãàçà, ñîäåðæàùåãîñÿ â ïðîäóêòàõ ñãîðàíèÿ;

ε,í2î = 0,13, ãäå εí2î – ñòåïåíü ÷åðíîòû âîäÿíûõ ïàðîâ;

β = 1,12, ãäå β – ïîïðàâî÷íûé êîýôôèöèåíò.

   Ñòåïåíü ÷åðíîòû ãàçà

    ε,ã = εñî2 + β*ε,í2î

ε,ã = 0,09 + 1,12*0,13 = 0,24


Äëÿ ïðèðîäíîãî ãàçà

εãI = 1,5*ε,ã;

εãI = 1,5*0,24 = 0,36


Äëÿ ìàçóòà

εã = 2,5*εã;

εã = 2,5* 0,24 = 0,6

Ñòåïåíü ðàçâèòèÿ êëàäêè

        Fê        

ω =           .

             Fì


        24,74

ω =                  = 3,73

              6,64

   Íîìîãðàììà äëÿ îïðåäåëåíèÿ εñî2

 


εñî2


0,09

 



     

                    975                           t, C

Ðèñóíîê 2 Íîìîãðàììà äëÿ îïðåäåëåíèÿ εñî2


Íîìîãðàììà äëÿ îïðåäåëåíèÿ ε,í2î

 


ε,í2î

 



0,13

                                                                  



            


                                                                               t, Ñ

                    975

Ðèñóíîê 3 Íîìîãðàììà äëÿ îïðåäåëåíèÿ εí2î


Íîìîãðàììà äëÿ îïðåäåëåíèÿ β

 


    β

 



                                                             


1,12



                                                                Ðí2î, êÏà

      Ðèñóíîê 4 Íîìîãðàììà äëÿ îïðåäåëåíèÿ β                                                             


Îïðåäåëèì çíà÷åíèå êîìïëåêñîâ, ïðèíèìàÿ εì = 0,8; εê = 0,6.

                                                                 1                                                              1

Ì = 1 – (1 – εã) * ( 1 – εê) * (1 -      ω  ) – (1 – εã)2* (1 – εì) * (1 – εê)*        ;

                                                                                                   ω


                                                       1                                                          1

Ì = 1 – (1 – 0,6)*(1 – 0,6)*(1 -            ) – (1 – 0,6)2*(1 – 0,8)*(1- 0,6)*              = 0,6

                                                            3,73                                                         3,73

                                                                   1

             εã*εì [ 1 + (1 – εã)*(1 – εê)*   ω]

 À =                            Ì                                  

                                                                   1

        0,6*0,8 [1 + (1 – 0,6)*(1 – 0,6)*3,73]

À =                          0,6                           = 0,76


             εì*εê(1 – εã)

 =             Ì                      


           0,8*0,6(1 – 0,6)

 =                                       = 0,3

                        0,6


Óäåëüíûé òåïëîâîé ïîòîê ðåçóëüòèðóþùåãî èçëó÷åíèÿ

                            

                      

qìIðåç = Ñ0*À [(  tãI + 273)4 – (   tìI + 273)4 ] + Ñ0*Â [( têI + 273   )4 – ( tìI + 273)4]              

                                   100                      100                                  100             100


   Âò/ì2, ãäå Ñ0 – êîýôôèöèåíò ëó÷åèñïóñêàíèÿ àáñîëþòíî ÷åðíîãî òåëà, = 5,7 Âò/ì2*Ê4.


qìIðåç = 5,7*0,76[( 975 +273   )4 – (310 + 273       )4] + 5,7*0,3 [( 642,5 + 273)4 –

                                      100                     100                                       100                     

310 + 273

     (                      )4] = 110072,5 Âò/ì2

             100


Êîýôôèöèåíò òåïëîîòäà÷è èçëó÷åíèåì

                   qìIðåç

    £Ièçë =                        , Âò/ì2*Ê

                    tãI - tìI


           110072,5

£Ièçë =                         = 165,5 Âò/ì2*Ê

                 975 - 310


Ñóììàðíûé êîýôôèöèåíò òåïëîîòäà÷è

£∑1 = £êîí + £Ièçë, Âò/ì2*Ê , ãäå £êîí – êîýôôèöèåíò òåïëîîòäà÷è êîíâåêöèåé = 15 Âò/ì2*Ê.

£∑1 = 15 + 165,5 = 180,5 Âò/ì2*Ê

Çàãîòîâêó ïðÿìîóãîëüíîãî ñå÷åíèÿ ñ     b    ≤1,8 ìîæíî ïðåäñòàâèòü â âèäå

h

     ýêâèâàëåíòíîãî öèëèíäðà ñ äèàìåòðîì

dý = 1,128*√h*b, ì.      dý = 1,128*√0,8*0,7 = 0,9 ì.


      Êðèòåðèé Áèî

           £∑I*S

ÂiI =

                   λ

    £ - êîýôôèöèåíò òåïëîîòäà÷è

S – ïðîãðåâàåìàÿ òîëùèíà èçäåëèÿ

    λ– êîýôôèöèåíò òåïëîïðîâîäíîñòè

           180,5*0,35

ÂiI =                       = 1,3

                       48,6


Òåìïåðàòóðíûé êðèòåðèé

               tãI - tïîâ

QïîâI =    tãI - tìí

    tïîâ – òåìïåðàòóðà ïîâåðõíîñòè

                     

                         975 - 600

     QïîâI =                         = 0,4

                         975 - 20



   Âðåìÿ íàãðåâà ìåòàëëà â I èíòåðâàëå


     τI = F0I     S2         , Ñ

                     à

    ãäå F0I – êðèòåðèé Ôóðüå â I èíòåðâàëå

à – êîýôôèöèåíò òåìïåðàòóðîïðîâîäíîñòè ñòàëè

               0,12

τI = 0,8    0,000001 = 9600 : 3600 = 2÷àñà


Òåìïåðàòóðà â öåíòðå çàãîòîâêè â êîíöå I èíòåðâàëà ïåðèîäà íàãðåâà

töåíòI = tãI - QöåíòI *( tãI - tìí), Ñ

QöåíòI – òåìïåðàòóðíûé êðèòåðèé â öåíòðå çàãîòîâêè â êîíöå I èíòåðâàëà

töåíòI = 975 – 0,68*(975 – 20) = 325,6 Ñ


Ñðåäíÿÿ ïî ñå÷åíèþ òåìïåðàòóðà çàãîòîâêè â êîíöå I èíòåðâàëà ïåðèîäà íàãðåâà

          tìIê + töåíòI                               600 + 325,6

tI-II =         2           , Ñ         tI-II =                        = 462,8 Ñ

                                                                                2


3.2 Ðàñ÷åò íàãðåâà ìåòàëëà âî II èíòåðâàëå

 

Òåìïåðàòóðà ïîâåðõíîñòè ìåòàëëà èçìåíÿåòñÿ îò tìIIí, Ñ = 600 Ñ, äî tìIIê, Ñ = 1000 Ñ.

Òåìïåðàòóðà ãàçà èçìåíÿåòñÿ îò tãIIí , Ñ = 1150 Ñ, äî tãIIê, Ñ = 1300 Ñ.

Ñðåäíèå çà èíòåðâàë òåìïåðàòóðû:

          tíìII + têìII                                             600 +  1000

tìII =             2           , Ñ                 tìII =               2                 = 800 C


                    tíãII + têãII                                                   1150 + 1300

tãII =             2                , Ñ             tãII =               2                = 1225 Ñ


                  tìII + tãII                                                          800 + 1225

têII =            2              , Ñ                 têII =                2                 = 1013 Ñ



Ñðåäíÿÿ âî II èíòåðâàëå ïëîòíîñòü ïîòîêà ðåçóëüòèðóþùåãî èçëó÷åíèÿ ìåòàëëà



qìIIðåç = Ñ0*À [(  tãII + 273)4 – (   tìII + 273)4 ] + Ñ0*Â [( têII + 273   )4 – ( tìII + 273)4]                          

                                   100                      100                                  100             100


                                      1125 + 273           800 + 273                              1013 + 273

qìIIðåç = 5,7*0,76 [(                       )4 – (                       )4] + 5,7*0,3 [(                      )4 –

                                          100                       100                                           100

     800 + 273

(                       )4] = 132097,9 Âò/ì2

          100


Ñðåäíèé çà II èíòåðâàë êîýôôèöèåíò òåïëîîòäà÷è èçëó÷åíèåì


                   qìIIðåç                                                                132097,9

    £IIèçë =                       , Âò/ì2*Ê        £IIèçë =                            = 310,8 Âò/ì2*Ê

                    tãII – tìII                                                         1225 - 800


Ïðèìèì êîýôôèöèåíò òåïëîîòäà÷è êîíâåêöèåé £êîíâII  = 15 Âò/ì2*Ê

Ñóììàðíûé êîýôôèöèåíò òåïëîîòäà÷è

 

£∑1I = £IIêîíâ + £IIèçë, Âò/ì2*Ê ,           £∑1I = 15 + 310,8 = 325,8 Âò/ì2*Ê


 Êðèòåðèé Áèî


           £∑II*S         325,8 * 0,35

ÂiII =                =              30,2       = 3,8

                   λ


Òåìïåðàòóðíûé êðèòåðèé


               tãII - têìII                           1225 - 1000

QïîâII =    tãII – tI-II            =                                      = 0,3

1225 – 462,8


Ïðîäîëæèòåëüíîñòü II èíòåðâàëà ïåðèîäà íàãðåâà

                                                             0,4*0,12

     τII = F0II    S2     , Ñ                  τII =                            = 18182 Ñ, 18182 : 3600 = 5÷àñîâ

                        à                                   0,0000055


Òåìïåðàòóðà â öåíòðå çàãîòîâêè â êîíöå II èíòåðâàëà ïåðèîäà íàãðåâà



 töåíòII = tãII - QöåíòII *( tãII – tI-II), Ñ    töåíòII = 1225 – 0,6*(1225 – 462,8) = 767,7 Ñ


Ñðåäíÿÿ ïî ñå÷åíèþ òåìïåðàòóðà çàãîòîâêè â êîíöå II èíòåðâàëà ïåðèîäà íàãðåâà

           têìII + töåíòII                                              1000 + 767,7

tII -III =                          , Ñ              tII -III =                2               = 884 C

                       2


             III èíòåðâàë

Òåìïåðàòóðà ïîâåðõíîñòè ìåòàëëà èçìåíÿåòñÿ îò tíìIII, Ñ = 1000, äî têìIII, Ñ = 1250

Òåìïåðàòóðà ãàçà èçìåíÿåòñÿ îò tíãIII, Ñ = 1300, äî têãIII, Ñ = 1400.


Ñðåäíèå çà èíòåðâàë òåìïåðàòóðû:

             

            tíìIII + têìIII                                       1000 + 1250

tìIII =                2         , Ñ                tìIII =                       = 1125 Ñ

                                                                           2

             tíãIII + têãIII                                          

tãIII =                         , Ñ                                   1300 + 1300

                        2                                    tãIII =                         = 1300 Ñ

                                                                                  2



  tìIII + tãIII                                                         1125 + 1300

têIII =                         , Ñ                   têIII =                 2                   = 1213 C

                     2


      Ñðåäíÿÿ â III èíòåðâàëå ïëîòíîñòü ïîòîêà ðåçóëüòèðóþùåãî èçëó÷åíèÿ ìåòàëëà


                      

Ñòðàíèöû: 1, 2, 3




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