point3d.html

这个是java的quicktime for java 的详细使用文档

<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#rRatio(quicktime.qd3d.math.Point3D, float, float)">rRatio</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;p2,
       float&nbsp;r1,
       float&nbsp;r2)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the three-dimensional point that lies on the line segment between
 the points p1 and p2 and that is at a distance from the first point determined by
 the ratio r1/(r1 + r2).</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A></CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#add(quicktime.qd3d.math.Vector3D)">add</A></B>(<A HREF="../../../../quicktime/qd3d/math/Vector3D.html">Vector3D</A>&nbsp;vector3D)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the three-dimensional point that is the result of adding the
 vector vector3D to this.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A></CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#subtract(quicktime.qd3d.math.Vector3D)">subtract</A></B>(<A HREF="../../../../quicktime/qd3d/math/Vector3D.html">Vector3D</A>&nbsp;vector3D)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the three-dimensional point that is the result of subtracting the
 vector vector3D from this.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A></CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#transformQuaternion(quicktime.qd3d.math.Quaternion)">transformQuaternion</A></B>(<A HREF="../../../../quicktime/qd3d/math/Quaternion.html">Quaternion</A>&nbsp;quaternion)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Return a three-dimensional point that is the result of
 transforming the vector specified by the vector parameter using the quaternion
 specified by the quaternion parameter.</TD>
</TR>
</TABLE>
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<P>

<TABLE BORDER="1" CELLPADDING="3" CELLSPACING="0" WIDTH="100%">
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<TD COLSPAN=2>Methods in <A HREF="../../../../quicktime/qd3d/math/package-summary.html">quicktime.qd3d.math</A> with parameters of type <A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A></FONT></TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;void</CODE></FONT></TD>
<TD><CODE><B>Matrix4x4.</B><B><A HREF="../../../../quicktime/qd3d/math/Matrix4x4.html#setRotateAboutPoint(quicktime.qd3d.math.Point3D, float, float, float)">setRotateAboutPoint</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;origin,
                    float&nbsp;xAngle,
                    float&nbsp;yAngle,
                    float&nbsp;zAngle)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Rotates a matrix by the specified angle around the point origin.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;void</CODE></FONT></TD>
<TD><CODE><B>Matrix4x4.</B><B><A HREF="../../../../quicktime/qd3d/math/Matrix4x4.html#setRotateAboutAxis(quicktime.qd3d.math.Point3D, quicktime.qd3d.math.Vector3D, float)">setRotateAboutAxis</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;origin,
                   <A HREF="../../../../quicktime/qd3d/math/Vector3D.html">Vector3D</A>&nbsp;orientation,
                   float&nbsp;angle)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Sets a rotate-about-axis matrix that rotates an object by the specified angle 
 around the axis determined by the point origin and the specified orientation.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;<A HREF="../../../../quicktime/qd3d/math/Vector3D.html">Vector3D</A></CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#subtract(quicktime.qd3d.math.Point3D)">subtract</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;p2)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns a three-dimensional vector that is the result of subtracting the point p2 from p1.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;float</CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#distance(quicktime.qd3d.math.Point3D)">distance</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;p2)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the absolute value of the distance between points this and p2.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;float</CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#distanceSquared(quicktime.qd3d.math.Point3D)">distanceSquared</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;p2)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the squared value of the distance between points this and p2.</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A></CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#rRatio(quicktime.qd3d.math.Point3D, float, float)">rRatio</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;p2,
       float&nbsp;r1,
       float&nbsp;r2)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the three-dimensional point that lies on the line segment between
 the points p1 and p2 and that is at a distance from the first point determined by
 the ratio r1/(r1 + r2).</TD>
</TR>
<TR BGCOLOR="white" CLASS="TableRowColor">
<TD ALIGN="right" VALIGN="top" WIDTH="1%"><FONT SIZE="-1">
<CODE>&nbsp;<A HREF="../../../../quicktime/qd3d/math/Vector3D.html">Vector3D</A></CODE></FONT></TD>
<TD><CODE><B>Point3D.</B><B><A HREF="../../../../quicktime/qd3d/math/Point3D.html#cross(quicktime.qd3d.math.Point3D, quicktime.qd3d.math.Point3D)">cross</A></B>(<A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;point2,
      <A HREF="../../../../quicktime/qd3d/math/Point3D.html">Point3D</A>&nbsp;point3)</CODE>

<BR>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;Returns the cross product of the two vectors determined by
 subtracting point2 from this and point3 from this
	 <BR><BR><b> <a href="http://developer.apple.com/techpubs/quicktime/qtdevdocs/QD3D/qd3dmathfunc.12.htm#pgfId=3617">QuickDraw3D::Q3Point3D_CrossProductTri</a> </b><BR><BR>
</TR>
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