matrix/index.html

changeset 748
5a64938d0a49
parent 741
cd0593275768
child 766
df1c1e64dfa5
     1.1 --- a/matrix/index.html	Thu Mar 14 12:51:14 2013 -0700
     1.2 +++ b/matrix/index.html	Thu Mar 14 21:41:18 2013 -0700
     1.3 @@ -118,6 +118,8 @@
     1.4          </dd>
     1.5        </dl>
     1.6  
     1.7 +      <p class='issue'>Define initial values.</p>
     1.8 +
     1.9        <p class='issue'>
    1.10          It is doubtful that this can be very useful for authors. On the other hand, it allows scripted animations similar to the animations by CSS3 Transforms.
    1.11        </p>
    1.12 @@ -160,6 +162,7 @@
    1.13              </div>
    1.14              <p class='issue'>Should it be postponed to avoid CSS3 Transforms dependency?</p>
    1.15              <p class='issue'>Should unit-less values (like for SVG transform presentation attribute) be allowed too? <code>"translate(20,20)"</code></p>
    1.16 +            <p>Throws a <var>DOMException</var> with name <code>SyntaxError</code> if the <code>DOMString</code> parameter does not validate to a transform list [[!CSS3-TRANSFORMS]].
    1.17            </dd>
    1.18            <dt>Constructor()</dt>
    1.19            <dd>
    1.20 @@ -185,6 +188,7 @@
    1.21                  Create an identity matrix first. An Float32array [[!TYPED-ARRAYS]] of 6 items sets the element values <code>a</code> to <code>f</code>. An array of 16 items sets the element values <code>m11</code> to <code>m44</code>.
    1.22                </dd>
    1.23              </dl>
    1.24 +            <p>Throws a <var>DOMException</var> with name <code>SyntaxError</code> if the <code>Float32array</code> parameter does not consist of 6 or 16 items.
    1.25            </dd>
    1.26            <dt>Constructor()</dt>
    1.27            <dd>
    1.28 @@ -194,6 +198,7 @@
    1.29                  Create an identity matrix first. An Float64array [[!TYPED-ARRAYS]] of 6 items sets the element values <code>a</code> to <code>f</code>. An array of 16 items sets the element values <code>m11</code> to <code>m44</code>.
    1.30                </dd>
    1.31              </dl>
    1.32 +            <p>Throws a <var>DOMException</var> with name <code>SyntaxError</code> if the <code>Float64array</code> parameter does not consist of 6 or 16 items.
    1.33            </dd>
    1.34            <dt>Constructor()</dt>
    1.35            <dd>
    1.36 @@ -203,6 +208,7 @@
    1.37                  Create an identity matrix first. A sequence of 6 items sets the element values <code>a</code> to <code>f</code>. A sequence of 16 items sets the element values <code>m11</code> to <code>m44</code>. 
    1.38                </dd>
    1.39              </dl>
    1.40 +            <p>Throws a <var>DOMException</var> with name <code>SyntaxError</code> if the number sequence parameter does not consist of 6 or 16 items.
    1.41            </dd>
    1.42          </section>
    1.43  
    1.44 @@ -210,7 +216,7 @@
    1.45            <h3>Two-dimensional attributes</h3>
    1.46  
    1.47            <p>
    1.48 -            If a <a>Matrix</a> just consists of 2D transformations the 6 values <code>a</code> to <code>f</code> can represent the transformation matrix. If the <a>Matrix</a> object is immutable, a DOMException of type <code>NoModificationAllowedError</code> must be thrown on setting the attributes.
    1.49 +            If a <a>Matrix</a> just consists of 2D transformations the 6 values <code>a</code> to <code>f</code> can represent the transformation matrix. If the <a>Matrix</a> object is immutable, a <var>DOMException</var> with name <code>NoModificationAllowedError</code> must be thrown on setting the attributes.
    1.50            </p>
    1.51  
    1.52            <p>
    1.53 @@ -251,7 +257,7 @@
    1.54            <h3>Three-dimensional attributes</h3>
    1.55  
    1.56            <p>
    1.57 -            The following attributes <code>m11</code> to <code>m44</code> represent the elements of the 4x4 matrix. The coordinates are in column-major order. If the <a>Matrix</a> object is immutable, a DOMException of type <code>NoModificationAllowedError</code> must be thrown on setting the attributes.
    1.58 +            The following attributes <code>m11</code> to <code>m44</code> represent the elements of the 4x4 matrix. The coordinates are in column-major order. If the <a>Matrix</a> object is immutable, a <var>DOMException</var> with name <code>NoModificationAllowedError</code> must be thrown on setting the attributes.
    1.59            </p>
    1.60  
    1.61            <dl title='partial interface Matrix' class='idl'>
    1.62 @@ -381,10 +387,10 @@
    1.63                <dl class='parameters'>
    1.64                  <dt>double scale</dt>
    1.65                  <dd>Multiplier for a uniform scale transformation.</dd>
    1.66 -                <dt>optional double originX</dt>
    1.67 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
    1.68 -                <dt>optional double originY</dt>
    1.69 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
    1.70 +                <dt>optional double originX = 0</dt>
    1.71 +                <dd>Transformation origin on the x-axis.</dd>
    1.72 +                <dt>optional double originY = 0</dt>
    1.73 +                <dd>Transformation origin on the y-axis.</dd>
    1.74                </dl>
    1.75                Post-multiplies a uniform 2D scale transformation (<code>m11 = m22 = scale</code>) on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
    1.76              </dd>
    1.77 @@ -393,12 +399,12 @@
    1.78                <dl class='parameters'>
    1.79                  <dt>double scale</dt>
    1.80                  <dd>Multiplier for a uniform scale transformation.</dd>
    1.81 -                <dt>optional double originX</dt>
    1.82 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
    1.83 -                <dt>optional double originY</dt>
    1.84 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
    1.85 -                <dt>optional double originZ</dt>
    1.86 -                <dd>Transformation origin on the z-axis. Defaulting to 0.</dd>
    1.87 +                <dt>optional double originX = 0</dt>
    1.88 +                <dd>Transformation origin on the x-axis.</dd>
    1.89 +                <dt>optional double originY = 0</dt>
    1.90 +                <dd>Transformation origin on the y-axis.</dd>
    1.91 +                <dt>optional double originZ = 0</dt>
    1.92 +                <dd>Transformation origin on the z-axis.</dd>
    1.93                </dl>
    1.94                Post-multiplies a uniform scale transformation (<code>m11 = m22 = m33 = scale</code>) on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
    1.95              </dd>
    1.96 @@ -407,16 +413,16 @@
    1.97                <dl class='parameters'>
    1.98                  <dt>double scaleX</dt>
    1.99                  <dd>Multiplier for a non-uniform scale along the x-axis.</dd>
   1.100 -                <dt>optional double scaleY</dt>
   1.101 -                <dd>Multiplier for a non-uniform scale along the y-axis. Defaulting to 1.</dd>
   1.102 -                <dt>optional double scaleZ</dt>
   1.103 -                <dd>Multiplier for a non-uniform scale along the z-axis. Defaulting to 1.</dd>
   1.104 -                <dt>optional double originX</dt>
   1.105 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
   1.106 -                <dt>optional double originY</dt>
   1.107 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
   1.108 -                <dt>optional double originZ</dt>
   1.109 -                <dd>Transformation origin on the z-axis. Defaulting to 0.</dd>
   1.110 +                <dt>optional double scaleY = 1</dt>
   1.111 +                <dd>Multiplier for a non-uniform scale along the y-axis.</dd>
   1.112 +                <dt>optional double scaleZ = 1</dt>
   1.113 +                <dd>Multiplier for a non-uniform scale along the z-axis.</dd>
   1.114 +                <dt>optional double originX = 0</dt>
   1.115 +                <dd>Transformation origin on the x-axis.</dd>
   1.116 +                <dt>optional double originY = 0</dt>
   1.117 +                <dd>Transformation origin on the y-axis.</dd>
   1.118 +                <dt>optional double originZ = 0</dt>
   1.119 +                <dd>Transformation origin on the z-axis.</dd>
   1.120                </dl>
   1.121                Post-multiplies a non-uniform scale transformation on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
   1.122              </dd>
   1.123 @@ -425,10 +431,10 @@
   1.124                <dl class='parameters'>
   1.125                  <dt>double angle</dt>
   1.126                  <dd>Rotation angle in degrees.</dd>
   1.127 -                <dt>optional double originX</dt>
   1.128 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
   1.129 -                <dt>optional double originY</dt>
   1.130 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
   1.131 +                <dt>optional double originX = 0</dt>
   1.132 +                <dd>Transformation origin on the x-axis.</dd>
   1.133 +                <dt>optional double originY = 0</dt>
   1.134 +                <dd>Transformation origin on the y-axis.</dd>
   1.135                </dl>
   1.136                Post-multiplies a rotation transformation on the current matrix with the given origin and returns the resulting matrix. The current matrix is not modified.
   1.137              </dd>
   1.138 @@ -506,7 +512,7 @@
   1.139            <h3>Mutable transformation methods</h3>
   1.140  
   1.141            <p>
   1.142 -            The following methods do modify the current matrix. If the <a>Matrix</a> object is immutable, a DOMException of type <code>NoModificationAllowedError</code> must be thrown on calling the operations below.
   1.143 +            The following methods do modify the current matrix. If the <a>Matrix</a> object is immutable, a <var>DOMException</var> with name <code>NoModificationAllowedError</code> must be thrown on calling the operations below.
   1.144            </p>
   1.145  
   1.146            <dl title='partial interface Matrix' class='idl'>
   1.147 @@ -545,10 +551,10 @@
   1.148                <dl class='parameters'>
   1.149                  <dt>double scale</dt>
   1.150                  <dd>Multiplier for a uniform scale transformation.</dd>
   1.151 -                <dt>optional double originX</dt>
   1.152 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
   1.153 -                <dt>optional double originY</dt>
   1.154 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
   1.155 +                <dt>optional double originX = 0</dt>
   1.156 +                <dd>Transformation origin on the x-axis.</dd>
   1.157 +                <dt>optional double originY = 0</dt>
   1.158 +                <dd>Transformation origin on the y-axis.</dd>
   1.159                </dl>
   1.160                Post-multiplies a uniform 2D scale transformation (<code>m11 = m22 = scale</code>) on the current matrix with the given origin.
   1.161              </dd>
   1.162 @@ -557,12 +563,12 @@
   1.163                <dl class='parameters'>
   1.164                  <dt>double scale</dt>
   1.165                  <dd>Multiplier for a uniform scale transformation.</dd>
   1.166 -                <dt>optional double originX</dt>
   1.167 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
   1.168 -                <dt>optional double originY</dt>
   1.169 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
   1.170 -                <dt>optional double originZ</dt>
   1.171 -                <dd>Transformation origin on the z-axis. Defaulting to 0.</dd>
   1.172 +                <dt>optional double originX = 0</dt>
   1.173 +                <dd>Transformation origin on the x-axis.</dd>
   1.174 +                <dt>optional double originY = 0</dt>
   1.175 +                <dd>Transformation origin on the y-axis.</dd>
   1.176 +                <dt>optional double originZ = 0</dt>
   1.177 +                <dd>Transformation origin on the z-axis.</dd>
   1.178                </dl>
   1.179                Post-multiplies a uniform 2D scale transformation (<code>m11 = m22 = m33 = scale</code>) on the current matrix with the given origin.
   1.180              </dd>
   1.181 @@ -571,16 +577,16 @@
   1.182                <dl class='parameters'>
   1.183                  <dt>double scaleX</dt>
   1.184                  <dd>Multiplier for a non-uniform scale along the x-axis.</dd>
   1.185 -                <dt>optional double scaleY</dt>
   1.186 -                <dd>Multiplier for a non-uniform scale along the y-axis. Defaulting to 1.</dd>
   1.187 -                <dt>optional double scaleZ</dt>
   1.188 -                <dd>Multiplier for a non-uniform scale along the z-axis. Defaulting to 1.</dd>
   1.189 -                <dt>optional double originX</dt>
   1.190 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
   1.191 -                <dt>optional double originY</dt>
   1.192 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
   1.193 -                <dt>optional double originZ</dt>
   1.194 -                <dd>Transformation origin on the z-axis. Defaulting to 0.</dd>
   1.195 +                <dt>optional double scaleY = 1</dt>
   1.196 +                <dd>Multiplier for a non-uniform scale along the y-axis.</dd>
   1.197 +                <dt>optional double scaleZ = 1</dt>
   1.198 +                <dd>Multiplier for a non-uniform scale along the z-axis.</dd>
   1.199 +                <dt>optional double originX = 0</dt>
   1.200 +                <dd>Transformation origin on the x-axis.</dd>
   1.201 +                <dt>optional double originY = 0</dt>
   1.202 +                <dd>Transformation origin on the y-axis.</dd>
   1.203 +                <dt>optional double originZ = 0</dt>
   1.204 +                <dd>Transformation origin on the z-axis.</dd>
   1.205                </dl>
   1.206                Post-multiplies a non-uniform scale transformation on the current matrix with the given origin.
   1.207              </dd>
   1.208 @@ -589,10 +595,10 @@
   1.209                <dl class='parameters'>
   1.210                  <dt>double angle</dt>
   1.211                  <dd>Rotation angle in degrees.</dd>
   1.212 -                <dt>optional double originX</dt>
   1.213 -                <dd>Transformation origin on the x-axis. Defaulting to 0.</dd>
   1.214 -                <dt>optional double originY</dt>
   1.215 -                <dd>Transformation origin on the y-axis. Defaulting to 0.</dd>
   1.216 +                <dt>optional double originX = 0</dt>
   1.217 +                <dd>Transformation origin on the x-axis.</dd>
   1.218 +                <dt>optional double originY = 0</dt>
   1.219 +                <dd>Transformation origin on the y-axis.</dd>
   1.220                </dl>
   1.221                Post-multiplies a rotation transformation on the current matrix with the given origin.
   1.222              </dd>
   1.223 @@ -678,11 +684,11 @@
   1.224              </dd>
   1.225              <dt>Float32Array toFloat32Array()</dt>
   1.226              <dd>
   1.227 -              Returns the serialized elements of the current matrix in column-major order as Float32Array [[!TYPED-ARRAYS]].
   1.228 +              Returns the serialized 16 elements <code>m11</code> to <code>m44</code> of the current matrix in column-major order as Float32Array [[!TYPED-ARRAYS]].
   1.229              </dd>
   1.230              <dt>Float64Array toFloat64Array()</dt>
   1.231              <dd>
   1.232 -              Returns the serialized elements of the current matrix in column-major order as Float64Array [[!TYPED-ARRAYS]].
   1.233 +              Returns the serialized 16 elements <code>m11</code> to <code>m44</code> of the current matrix in column-major order as Float64Array [[!TYPED-ARRAYS]].
   1.234              </dd>
   1.235              <dt>DecomposedMatrix decompose()</dt>
   1.236              <dd>

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