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				| 1. | Consider the stencil. Give the advection flux at face e \((\dot{m_e}\phi_E)\) using the upwind scheme.(Note: \(\dot{m}\) and Φ are the mass flow rate and the flow variable respectively). | 
| A. | \(\dot{m_e}\phi_E=max(\dot{m_e},0)\phi_C-max(-\dot{m_e},0)\phi_E\) | 
| B. | \(\dot{m_e}\phi_E=min(\dot{m_e},0)\phi_C-max(-\dot{m_e},0)\phi_E\) | 
| C. | \(\dot{m_e}\phi_E=max(\dot{m_e},0)\phi_C-min(-\dot{m_e},0)\phi_E\) | 
| D. | \(\dot{m_e}\phi_E=min(\dot{m_e},0)\phi_C-min(-\dot{m_e},0)\phi_E\) | 
| Answer» B. \(\dot{m_e}\phi_E=min(\dot{m_e},0)\phi_C-max(-\dot{m_e},0)\phi_E\) | |