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/> <br /> <p>2楼的大哥,能发给我一份吗?</p><p>急需要,谢谢大哥了啊!</p><p><a href="mailto:jiajun.song@accelink.com">jiajun.song@accelink.com</a></p><img src="static/image/smiley/default/em02.gif" smilieid="31" border="0" alt="" /><br /> <br /> <br /> <br /> <br /> </div> <div class="postmsg"><br /> <br /> <p>如果是圆锥的话可以用奇数非球面来设置，设置它的一次系数即可，系数值是正切值</p><br /> <br /> <br /> <br /> <br /> </div> <div class="postmsg"><br /> <br /> 对,后来我也发现我编的用户定义面是多余的,请按附件做就可以了<br/><br /> <br /> <br /> <br /> <br /> </div> <div class="postmsg"><p>那奇数非球面的前面RADIUS如果取值,而不是∞,将会是什么情况?表示什么意思</p></div> <div class="postmsg"><p>用数学知识理解一下就很简单了。每一个面型的公式定义的几何意义。</p></div> <div class="postmsg">那天晚上是用一个奇次非球面的，不过非球面系数好像有点限制，有时光线出不来</div> <div class="postmsg">Zemax manual page 288<br/><br/>Modeling an axicon with the standard surface<br/><br/>The standard surface can be used to make an almost perfect axicon. If (1+k)C^2R^21, the standard surface reduces to <br/>                 Z=r/sqrt(-1-k) or z=rtan(alpha) , where tan(alpha) = 1/sqrt(-1-k) ,<br/><br/>and alpha is the axicon angle, measured from the XY plane to the axicon surface. To create an axicon, calculate<br/>the conic constant value (k) from the angle (alpha ) desired, and use any small value for the radius of curvature. The<br/>resulting value of k must be negative. The exact value of the radius or curvature is not important, as long as it is<br/>roughly three or more orders of magnitude smaller than the radial aperture of the axicon. The axicon is not perfect<br/>in the sense that there is no cusp at the origin; the region around the surface vertex will be rounded off over a<br/>size given approximately by the radius value. 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