二维定常爆轰阵面形状的微分方程及D_(n)-k关系
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摘要: 提出了关于阵面附近流动特性的唯象假设,利用阵面曲线正交坐标中的守恒方程组,导出了描述二维定常爆轰阵面形状的微分方程,并讨论了理想爆轰条件及阵面法向爆速Dn与当地曲率k的关系.Abstract: The differential quation governing the shape of the front of a two-dimensional steady detonation is deduced through presenting a phenomenological hypothesis on the effective energy flux density crossing over the front. The relationship between the curvature of the flont and the local normal detonation velocity is discussed in some detail.
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