scalar conservation law造句
例句與造句
- decay of solutions of non-convex scalar conservation laws
具有非凸標量守恒律的解的衰減性 - second-order entropy dissipating scheme for scalar conservation law in one space dimension
一維單個守恒型方程的二階熵耗散格式 - viscosity methods for piecewise smooth solutions to nonhomogeneous scalar conservations laws
非齊次守恒律方程分片光滑解的粘性方法 - global weak entropy solutions for nonconvex scalar conservation laws with two-side boundary effect
具有兩條邊界影響的非凸單個守恒律的整體弱熵解 - study on the structure of the global weak entropy for initial-boundary non-convex scalar conservation laws
初邊值條件下非凸單個守恒律弱熵解的研究 - It's difficult to find scalar conservation law in a sentence. 用scalar conservation law造句挺難的
- structure of the global weak entropy solution of nonconvex scalar conservation laws with boundary conditions
具有邊界條件的非凸單個守恒律整體弱熵解的結構 - construction of global weak entropy solution of initial-boundary value problem for nonconvex scalar conservation laws
非凸單個守恒律初邊值問題的整體弱熵解的構造 - in this paper, a finite element method for linear scalar conservation laws is analyzed
摘要研究了一維線性標量守恒律初邊值問題的弱解，分析了有限元方法的收斂性。 - realization of a front tracking method based on conservation for one dimensional scalar conservation law with nonconvex flux
一種守恒型間斷跟蹤法在一維單守恒律方程非凸流上的實現 - structure of global weak entropy solution for initial-boundary value problems of scalar conservation laws with non-convexity conditions
具有非凸條件的單個守恒律初邊值問題整體弱熵解的結構 - by the polygonal approximation method, a global approximation solution is constructed for the initial-boundary value problem of nonconvex scalar conservation laws with two-side boundary effect, and its convergence to the global weak entropy solution of the corresponding problem is proved
摘要使用折線逼近法，對具有兩條邊界影響的非凸單個守恒律初邊值問題構造了整體近似解，并證明其收斂到初邊值問題的整體弱熵解。 - we practically applied the wnnd scheme to solve scalar conservation laws and euler system in one dimension and n-s equations in two and three dimensions . the numerical results of wnnd schemes indicated good shock transitions without any noticeable oscillations and uniformly high accuracy in smooth regions . the wnnd scheme could catch the detail o f the flow field more particularly
本文應用wnnd格式數值模擬求解了一維標量方程、一維歐拉方程、二維n?s方程和三維n?s方程，數值結果表明，wnnd格式在激波附近基本無波動，且在解的光滑區(qū)保持空間的統一高階精度，較之nnd格式，wnnd格式能夠更高分辨率的捕捉到流場細節(jié)。