coordinate graphs meaning in Chinese
坐标图
Examples
- Development and application of software for boundary coordinate graphing
图解境界坐标软件的开发与应用 - In chapter 5 , using coordinate graphs , the influences of rectangular screw , trapezoidal screw and serrate screw on the generated axial thrust force , minimal mucus film thickness , load capacity of hydrodynamic pressure and circumferential friction are compared and analyzed
第五章，通过坐标图对比分析了微型机器人在矩形螺纹、梯形螺纹、锯齿形螺纹下，各螺纹参数对轴向摩擦牵引力、最小粘液膜厚度、粘液膜承载能力、周向摩擦阻力的影响。 - In chapter 4 , the modified reynolds equation is solved numerically with the finite different method , and the generated axial thrust force , minimal mucus film thickness , load capacity of hydrodynamic pressure and circumferential friction under the serrate screw are obtained . at last , using numeral methods and coordinate graphs , the influences of serrate screw parameters on the generated axial thrust force , minimal mucus film thickness , load capacity of hydrodynamic pressure and circumferential friction are studied and analyzed
第四章，首先求出锯齿形螺纹下数值计算所需的有限差分方程，再推出了锯齿形螺纹作用下轴向摩擦牵引力、粘液膜厚度、粘液膜承载能力、周向摩擦阻力无量纲表达式，最后用数值计算方法求解，通过坐标图分析了锯齿形螺纹参数对轴向摩擦牵引力、最小粘液膜厚度、粘液膜承载能力、周向摩擦阻力的影响。 - In chapter 2 , an accurate modified reynolds equation is derived . the modified reynolds equation is solved numerically with the finite different method , the generated axial thrust force , minimal mucus film thickness , load capacity of hydrodynamic pressure and circumferential friction under the rectangular screw are obtained . at last , using numeral methods and coordinate graphs , the influences of rectangular screw parameters on the generated axial thrust force , minimal mucus film thickness , load capacity of hydrodynamic pressure and circumferential friction are studied and analyzed
第二章，首先推导了非牛顿流体的变形雷诺方程，化简了雷诺方程，得出了矩形螺纹下有限差分方程；还推出了矩形螺纹作用下轴向摩擦牵引力、粘液膜厚度、粘液膜承载能力、周向摩擦阻力无量纲表达式，最后用数值计算方法求解，通过坐标图分析了矩形螺纹参数对轴向摩擦牵引力、最小粘液膜厚度、粘液膜承载能力、周向摩擦阻力的影响。 - At present we already use tradition method ( non - linearity parameter estimate method - , logarithm coordinate graph explain method and surplus analysis method ) ascertain measure area ' s every element ' s background value and abnormity lower limit , manage result is difference between real data . this article use fractal method ' s sum arithmetic ascertain geochemistry abnormity . by the contrast of these two arithmetic and abnormity graph , we think receive better effect
目前可用传统的方法(非线性参数估计法、对数坐标图解法和剩余分析法)确定测区各元素的背景值和异常下限，处理结果与实际资料有一定差异。本文用分形技术中的求和算法来确定地球化学元素的异常下限，实践证明，其处理结果具有较好的效果。