1)C-curvesC曲线
1.Paths of C-curves and H-curves;C曲线和H曲线的Path
2.Both C-Bézier curve and C-B spline curves collectively referred to as C-curves.C-Bézier曲线和C-B样条曲线统称为C曲线。
英文短句/例句
1.Measurement of TTT diagrams of 42CrMo4 steel and analysis for separation of upper and lower bainites in the bainite C curve42CrMo4钢TTT曲线测量及B_上与B_下的C曲线分离现象的分析
2.Diagnostic value of analyzing serum cystatin C by ROC curve on renal dysfunction of asphyxia newborn应用ROC曲线评价血胱抑素C对窒息新生儿肾功能损害的诊断价值
3.isothermal transformation curve(c曲线, S曲线) 等温转变曲线
4.Study and Application of C-Bézier Curves and Surfaces of Degree n;高阶C-Bézier曲线曲面性质研究及其应用
5.hydrogen and ascorbate dilution determination氢和维生素c稀释曲线测定
6.The central location of curve A is equal to that of curve C.曲线A和C的中心位置是相同的。
7.Research on fairing and approximation algorithm of C-B spline curvesC-B样条曲线的光顺逼近算法研究
8.The Julia Directions of the Value Distribution of Holomorphic Curves in P~n(C)P~n(C)上全纯曲线值分布的Julia方向
9.Construction PH Splines of C-Bézier CurvesC-Bzier曲线的PH样条的构造
10.Degree Reduction of 4-degree C-Bézier Curves四次C-Bézier曲线的降阶逼近研究
11.Research on the Theory and the Application in Modeling of C-B-Spline Curves & Surfaces;C-B样条曲线曲面理论及其在造型中的应用
12.Application of C# Program in AutoCAD Secondary Development of Route Horizontal CurveC#编程实现AutoCAD二次开发下的路线平曲线
13.The central location of curve B lies to the right of those of curve A and curve C.曲线B的中心位置在曲线A和C的中心位置的右侧。
14.Algorithm for Constructing C~1 Interpolating X-spline and Its Properties;C~1连续的插值X-样条曲线的构造及性质
15.C~3 Convex T-B Interpolating Curve and an Algorithm for Shape Preserving InterpolationC~3连续的保凸T-B插值曲线及保形插值算法
16.Degree reduction of C-Bézier curves based on disturbance of B net and constrained optimizationC-Bézier曲线降阶的B网扰动和约束优化法
17.A class of modifiable C~2 continuous cubic trigonometric polynomial curve可调控C~2连续三次三角多项式样条曲线
18.Cut along line A-B-C as diagram.沿A—B—c线剪。
相关短句/例句
C-T curveC-T曲线
3)C-V curveC-V曲线
1.The asymmetry of C-V curves of Ba_xSr_(1-x)TiO_3 thin films;钛酸锶钡薄膜C-V曲线不对称现象研究
2.At the last,we get the micro-area C-V curve of Al0.7N/GaN薄膜的微区C-V曲线,获得和宏观C-V曲线趋势一致的结果。
4)c-d curvec-d曲线
5)f-c curvef-c曲线
6)C-Bézier curveC-Bézier曲线
1.Continuous conditions between C-Bézier curves and NURBS curves;C-Bézier曲线与NURBS曲线的光滑拼接条件
2.Degree reduction of C-Bézier curves based on disturbance of B net and constrained optimizationC-Bézier曲线降阶的B网扰动和约束优化法
3.The model with the blending functions is constructed based on the reference [1] to generate C-Bézier curves.文章利用文献[1]构造出带有参数调配函数的模型,用其生成三次C-Bézier曲线。
延伸阅读
Autocad VBA初级教程 (第五课 画函数曲线)先画一组下图抛物线。下面是源码：Sub myl()Dim p(0 To 49) As Double '定义点坐标Dim myl As Object '定义引用曲线对象变量co = 15 '定义颜色For a = 0.01 To 1 Step 0.02 '开始循环画抛物线 For i = -24 To 24 Step 2 '开始画多段线 j = i + 24 '确定数组元素 p(j) = i '横坐标 p(j + 1) = a * p(j) * p(j) / 10 '纵坐标 Next i '至此p(0)-p(40)所有元素已定义，结束循环 Set myl = ThisDrawing.ModelSpace.AddLightWeightPolyline(p) '画多段线 myl.Color = co '设置颜色属性 co = co + 1 '改变颜色，供下次定义曲线颜色Next aEnd sub为了鼓励大家积极思考，从本课开始，我不再解释每一条语句的作用，只对以前没有提过的语句进行一些解释，也许你一时很难明白，建议用上一课提到的跟踪变量、添加断点的办法领悟每一条语句的作用，如果有问题不懂请跟贴提问。在跟踪变量p时请在跟踪窗口中单击变量p前的+号，这样可以看清数组p中每一个元素的变化。ACAD没有现成的画抛物线命令，我们只能用程序编写多段线画近似抛物线。理论上，抛物线的X值可以是无限小、无限大，这里取值范围在正负24之间。程序第二行：Dim myl As Object '定义引用曲线对象变量Object也是一种变量类型，它可以把变量定义为对象，本例中myl变量将引用多段线，所以要定义为Objet类型。看画多段线命令：Set myl = ThisDrawing.ModelSpace.AddLightWeightPolyline(p) '画多段线其中括号中的p是一个数组，这个数组的元素数必须是偶数，每两个元数作为一个点坐标。等号前面部分“Set myl”的作用就将myl变量去引用画好的多段线。myl.Color = co '设置颜色属性。在ACAD中，颜色可以用数字表示，本例中co会增值，这样就会有五彩缤纷的效果。本课第二张图：正弦曲线，下面是源码：Sub sinl()Dim p(0 To 719) As Double '定义点坐标For i = 0 To 718 Step 2 '开始画多段线 p(i) = i * 2 * 3.1415926535897 / 360 '横坐标 p(i + 1) = 2 * Sin(p(i)) '纵坐标Next iThisDrawing.ModelSpace.AddLightWeightPolyline (p) '画多段线ZoomExtents '显示整个图形End Sub
