Efectos Termoeléctricos

Qsens=m∙hf-hi=m∙Cp∙Tf-Ti=ρ∙v∙Cp∙Tf-Ti | (2.1) |
Qlat=m∙hlv∙wf-wi | (2.2) |
Q=U∙ A ∙(CLTD). | (2.3) |
AD=0,202m0,425l0,725 | (2.4) |
Qper=Nper∙AD∙Met | (2.5) |
Qinf,s=m∙Cp∙(Te-Ti) | (2.6) |Qinf,l=minf∙hlv∙we-wi | (2.7) |
Qr=R∙ A ∙F | (2.8) |
Qtrans=i=1nQi=i=1n[U∙ A ∙Te-Ti] | (2.8) |
UA=1i=1nRi=11he∙Ae+i=1n[eiki∙Aki]+1hi∙Ai | (2.9) |
| (2.10) |
| (2.11) |
| (2.12) |QTver=Qper+Qinf, s+Qinf, l+Qr+Qtrans | (2.13) |
QTinv=Qinf, s+Qinf, l+Qtrans | (2.14) |
S-M-±L-E±R±C | (2.15) |
COP=QcPcons | (2.16) |
VAB xy∙Tcaliente Tfria ) | (2.17) |α=∂VAB∂T | (2.18) |
Q xy ∙I  Q (yx)∙I | (2.19) |
πxy=QI | (2.20) |
∂Q∂x=τI∂T∂x | (2.21) |
πab=αabT | (2.22) |
τa-τb=T∂αab∂T | (2.23) |
Q=I2∙R ∙tP=∂Q∂t=R∙I2=V2R | (2.24) |
P=vJ∙E∙∂V | (2.25) |
Q=I2∙R∙t | (2.26) |
∂Qx∂t=-λA∂T∂x | (2.27) |
Qpc=πxy∙I Qpf=πxy∙I | (2.28) |
πxy=αxyT | (2.29) |
Qpc=αxy∙T∙I y Qpf=αxy∙T∙I | (2.30) |Qj=I2∙R | (2.31) |
Qjc=12I2∙R y Qjf=12I2∙R | (2.32) |
Qc=(Tc-Tf)RTH donde: RTH=λAl | (2.33) |
Qthc=Qthf=12∙τ∙I∙∆T | (2.34) |Qc=Qpc-Qthc+Qj-Qct=αxy∙Tc∙I-12∙τ∙I∙∆T+12∙I2∙R-(Tc-Tf)RTH | (2.35) |
Qf=Qpf-Qthf+Qj-Qct=αxy∙Tf∙I-12∙τ∙I∙∆T+12∙I2∙R-(Tc-Tf)RTH | (2.36) |
Qc=Qpc+Qj-Qct=αxy∙Tc∙I+12∙I2∙R-(Tc-Tf)RTH | (2.37) |Qf=Qpf+Qj-Qct=αxy∙Tf∙I+12∙I2∙R-(Tc-Tf)RTH | (2.38) |
Pe=Qc-Qf=αTc-TfI+I2R=α∆TI+I2R | (2.39) |
Pe=α∆TI+I2R=VinI | (2.40) |
Vin=α∆T+RI | (2.41) |
COP=QfPe | (2.42) |
COP=αxy∙Tf∙I-12∙I2∙R-(Tc-Tf)RTHα∆TI+I2R | (2.43) |
∂COP∂I=0 |(2.44) |
ICOPmax=α∆TR(1+α2∆T2KR-1) | (2.45) |
COPmax=TfTc-Tf∙1+α2∆T2KR-TcTf1+α2∆T2KR+1 | (2.46) |
∂Qf∂I=0 I=αxyTR | (2.47) |
COPQfmax=α2Tf22KR-∆Tα2∆TKR | (2.48)|
COPH=QcPe | (2.49) |
COPH=QcQc-Qf>1 | (2.50) |
Qfmax=α2Tf22R | (2.51) |
∆Tmax=α2Tf22RK | (2.52) |
Z=αTfR | (2.53) |
RT=Ts-TaQ=1U·A | (2.54) |
Qdis=U∙ A...