Applying the formula, traffic continuity equation in integral calculus form is obtained.

应用全导数的积分公式建立了积分形式的交通流连续性方程.

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These thesis bases on energy equation and continuity equation design Venturi tube.

本课题根据能量方程和连续性方程自行设计文丘里管采样器.

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Using the new principle. Leopold hydraulic geometry can be derived from continuity equation of flow.

运用比例协调原理, Leopold公式可以从水流连续性方程直接导出.

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From the matrix form of Schrdinger equation, the extended are proposed, which satisfy the continuity equation.

进一步我们得到推广的薛定谔方程, 并证实它满足连续性方程.

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