This equation represents
∫ C V div ( Γ grad ϕ ) d V + ∫ C V S ϕ d V = ∫ A n . ( Γ grad ϕ ) d A + ∫ C V S ϕ d V {"version":"1.1","math":"\int_{CV} extbf{div}(\Gamma extbf{grad} \phi)dV + \int_{CV} S_\phi dV=\int_{A} extbf{n}.(\Gamma extbf{grad} \phi)dA + \int_{CV}S_\phi dV"}

Question

This equation represents 
 ∫ C V div ( Γ grad ϕ ) d V + ∫ C V S ϕ d V = ∫ A n . ( Γ grad ϕ ) d A + ∫ C V S ϕ d V {"version":"1.1","math":"\int_{CV} 	extbf{div}(\Gamma 	extbf{grad} \phi)dV + \int_{CV} S_\phi dV=\int_{A} 	extbf{n}.(\Gamma 	extbf{grad} \phi)dA + \int_{CV}S_\phi dV"}

Answer

The integral form of the unsteady diffusion equation

Answer

The integral form of the steady diffusion equation

Answer

The integral form of the general transport equation

Answer

The integral form of the steady convection equation

Crowdly

This equation represents ∫ C V div ( Γ grad ϕ ) d V + ∫ C V S ϕ d V = ∫ A n . ...

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