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{{Equation|<math>
{{Equation|<math>
q_{ss,\phi_{pl}=0} =  
q_{ss,net} =  
\frac{V_c + V_t}{U_w}\frac{1}{T_w} \int_0^{T_w} c(t)dt =
\frac{V_c(1-\alpha_{pl,s} + V_t(1+ \alpha_{pl,s})}{U_w}
\frac{V_c + V_t}{U_w}\left[ r_u^2 + \frac{1}{2}(1+r_w^2)\right]
\left[ r_u^2 + \frac{1}{2}(1+r_w^2)\right]
</math>|214}}
</math>|215}}


==Fortran Compiler==
==Fortran Compiler==

Revision as of 17:36, 19 November 2012

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Math and Equations

  qss,net=Vc(1αpl,s+Vt(1+αpl,s)Uw[ru2+12(1+rw2)] (215)

Fortran Compiler