Recent content by MrGianmarcoD
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Earth's Energy balance including a convective component
Ok then my reasoning was correct. I indeed was thinking that the professor wouldn't have made such a yucky analytic solution, but i'll just try to uncover the quartic roots with MATLAB, thanks for the help! :-)- MrGianmarcoD
- Post #3
- Forum: Advanced Physics Homework Help
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Earth's Energy balance including a convective component
Hey guys, I'm really stuck right now 1. Homework Statement Habitable exoplanet: Now we will include a convective heat flux (H), with H being proportional to the difference between the atmospheric and ground surface temperature, $$H=c_p(T_a-T_p)$$ with c = 1.2 Wm−2K−1. Calculate the temperature...- MrGianmarcoD
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- Balance Component Convection Energy Energy balance Heat and mass transfer Heat transfer Radiative transfer
- Replies: 2
- Forum: Advanced Physics Homework Help
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Undergrad Hydrost Pressure Integration Problem (Environmental Physics)
Thanks! If I'm correct, i'll get: $$ \ln{p}-\ln{p_0}=\ln{\frac{p}{p_0}}=C\times\left(-\frac{1}{0.0098}\right) \ln{(293.15-0.0098z)} \\ =\ln{\left[ (293.15-0.0098z)^\frac{g}{0.0098 R_d} \right] }-\ln{\left[ (293.15-0.0098z_0)^\frac{g}{0.0098 R_d} \right] } $$ with z0=0 this becomes: $$...- MrGianmarcoD
- Post #3
- Forum: Calculus
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Undergrad Hydrost Pressure Integration Problem (Environmental Physics)
Hey guys! I'm working on a problem for which i somehow just can't figure out what I'm doing wrong. This is the problem: I think I've figured it out, but somehow i think i make an error with the maths. First of let's determine the equation for the temperature (in Kelvin): $$T(z) =...- MrGianmarcoD
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- Calculus Fluid dynamics Hydrostatic Integration Physics Pressure
- Replies: 3
- Forum: Calculus