Changeset 573
- Timestamp:
- 08/18/2007 08:31:52 PM (17 months ago)
- Location:
- Modelica/trunk/Modelica
- Files:
-
- 19 modified
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Blocks/package.mo (modified) (5 diffs)
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Electrical/Digital.mo (modified) (7 diffs)
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Math/package.mo (modified) (27 diffs)
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Mechanics/MultiBody/Examples/Elementary/DoublePendulum.mo (modified) (1 diff)
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Mechanics/MultiBody/Examples/Loops/EngineV6.mo (modified) (1 diff)
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Mechanics/MultiBody/Examples/Systems/RobotR3.mo (modified) (6 diffs)
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Mechanics/MultiBody/Sensors.mo (modified) (1 diff)
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Mechanics/MultiBody/package.mo (modified) (1 diff)
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Media/IdealGases/package.mo (modified) (1 diff)
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Media/Incompressible.mo (modified) (5 diffs)
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Media/Water/package.mo (modified) (6 diffs)
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Media/package.mo (modified) (17 diffs)
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StateGraph.mo (modified) (1 diff)
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Utilities/Examples.mo (modified) (1 diff)
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Utilities/Files.mo (modified) (1 diff)
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Utilities/Streams.mo (modified) (5 diffs)
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Utilities/Strings.mo (modified) (10 diffs)
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Utilities/package.mo (modified) (1 diff)
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package.mo (modified) (5 diffs)
Legend:
- Unmodified
- Added
- Removed
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Modelica/trunk/Modelica/Blocks/package.mo
r550 r573 3 3 import SI = Modelica.SIunits; 4 4 5 5 6 extends Modelica.Icons.Library2; 7 6 8 7 9 annotation(preferedView="info", … … 90 92 </ul> 91 93 </html>")); 94 92 95 93 96 package Examples … … 403 406 For example, in Dymola all variables are listed in the menu that are contained in 404 407 connectors which are derived by inheritance from \"controlBus\". Therefore, in 405 <a href=\"Modelica://Modelica.Blocks.Examples.BusUsage_Utilities.Interfaces.Internal \">Modelica.Blocks.Examples.BusUsage_Utilities.Interfaces.Internal</a>408 <a href=\"Modelica://Modelica.Blocks.Examples.BusUsage_Utilities.Interfaces.InternalConnectors\">BusUsage_Utilities.Interfaces.InternalConnectors</a> 406 409 the expected implementation of the \"ControlBus\" and of the \"SubControlBus\" are given. 407 410 For example \"Internal.ControlBus\" is defined as: … … 550 553 end SubControlBus; 551 554 552 package Internal 555 package InternalConnectors 553 556 "Internal definitions that are usually not utilized (only indirectly via the expandable connectors)" 554 557 expandable connector StandardControlBus … … 605 608 </p> 606 609 </html>")); 607 end Internal ;610 end InternalConnectors; 608 611 annotation (Documentation(info="<html> 609 612 <p> -
Modelica/trunk/Modelica/Electrical/Digital.mo
r572 r573 2 2 package Digital 3 3 "Library for digital electrical components based on the VHDL standard with 9-valued logic and conversion to 2-,3-,4-valued logic" 4 classUsersGuide "User's Guide"4 package UsersGuide "User's Guide" 5 5 6 6 annotation (DocumentationClass=true, Documentation(info="<html> 7 <h4>User's Guide of package Electrical.Digital</h4>8 7 <p> 9 8 Library <b>Electrical.Digital</b> is a <b>free</b> Modelica package providing … … 35 34 36 35 annotation (Documentation(info="<html> 37 <h4>Overview of Library Electrical.Digital</h4>38 36 <p> 39 37 In this section, an overview of the most important features … … 48 46 49 47 annotation (Documentation(info="<html> 50 <h4>A first example</h4>51 48 <p> 52 49 A first example will be given here (not yet done). … … 59 56 60 57 annotation (Documentation(info="<html> 61 <h4>An application example</h4>62 58 <p> 63 59 An application example will be given here (not yet done). … … 70 66 71 67 annotation (Documentation(info="<html> 72 <h4>Release notes</h4>73 68 <h4>Version 1.0.7, 2005-07-01</h4> 74 69 <ul> … … 125 120 126 121 annotation (Documentation(info="<html> 127 <h4>Literature</h4>128 122 <p> 129 123 The Electrical.Digital library is based on the following references: … … 162 156 163 157 annotation (Documentation(info="<html> 164 <h4>Contact</h4>165 158 <dl> 166 159 <dt><b>Main Authors:</b> -
Modelica/trunk/Modelica/Math/package.mo
r572 r573 78 78 <th><i>Description</i></th> 79 79 </tr> 80 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Vectors.isEqual\">isEqual</a>(v1, v2)</td>80 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Vectors.isEqual\">isEqual</a>(v1, v2)</td> 81 81 <td valign=\"top\">Determines whether two vectors have the same size and elements</td> 82 82 </tr> 83 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Vectors.norm\">norm</a>(v,p)</td>83 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Vectors.norm\">norm</a>(v,p)</td> 84 84 <td valign=\"top\">p-norm of vector v</td> 85 85 </tr> 86 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Vectors.length\">length</a>(v)</td>86 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Vectors.length\">length</a>(v)</td> 87 87 <td valign=\"top\">Length of vector v (= norm(v,2), but inlined and therefore usable in 88 88 symbolic manipulations) </td> 89 89 </tr> 90 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Vectors.normalize\">normalize</a>(v)</td>90 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Vectors.normalize\">normalize</a>(v)</td> 91 91 <td valign=\"top\">Return normalized vector such that length = 1 and prevent 92 92 zero-division for zero vector</td> 93 93 </tr> 94 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Vectors.reverse\">reverse</a>(v)</td>94 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Vectors.reverse\">reverse</a>(v)</td> 95 95 <td valign=\"top\">Reverse vector elements</td> 96 96 </tr> 97 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Vectors.sort\">sort</a>(v)</td>97 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Vectors.sort\">sort</a>(v)</td> 98 98 <td valign=\"top\">Sort elements of vector in ascending or descending order</td> 99 99 </tr> 100 100 </table> 101 101 <h4>See also</h4> 102 <a href=\"Modelica: Modelica.Math.Matrices\">Matrices</a>102 <a href=\"Modelica://Modelica.Math.Matrices\">Matrices</a> 103 103 </HTML>")); 104 104 … … 140 140 </pre></blockquote> 141 141 <h4>See also</h4> 142 <a href=\"Modelica: Modelica.Math.Matrices.isEqual\">Matrices.isEqual</a>,143 <a href=\"Modelica: Modelica.Utilities.Strings.isEqual\">Strings.isEqual</a>142 <a href=\"Modelica://Modelica.Math.Matrices.isEqual\">Matrices.isEqual</a>, 143 <a href=\"Modelica://Modelica.Utilities.Strings.isEqual\">Strings.isEqual</a> 144 144 </HTML>")); 145 145 protected … … 217 217 </pre></blockquote> 218 218 <h4>See also</h4> 219 <a href=\"Modelica: Modelica.Math.Matrices.norm\">Matrices.norm</a>219 <a href=\"Modelica://Modelica.Math.Matrices.norm\">Matrices.norm</a> 220 220 </HTML>")); 221 221 algorithm … … 258 258 </pre></blockquote> 259 259 <h4>See also</h4> 260 <a href=\"Modelica: Modelica.Math.Vectors.norm\">Vectors.norm</a>260 <a href=\"Modelica://Modelica.Math.Vectors.norm\">Vectors.norm</a> 261 261 </html>")); 262 262 algorithm … … 300 300 </pre></blockquote> 301 301 <h4>See also</h4> 302 <a href=\"Modelica: Modelica.Math.Vectors.length\">Vectors.length</a>302 <a href=\"Modelica://Modelica.Math.Vectors.length\">Vectors.length</a> 303 303 </html>")); 304 304 algorithm … … 435 435 <th><i>Description</i></th> 436 436 </tr> 437 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.isEqual\">isEqual</a>(M1, M2)</td>437 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.isEqual\">isEqual</a>(M1, M2)</td> 438 438 <td valign=\"top\">Determines whether two matrices have the same size and elements</td> 439 439 </tr> 440 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.norm\">norm</a>(A)</td>440 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.norm\">norm</a>(A)</td> 441 441 <td valign=\"top\">1-, 2- and infinity-norm of matrix A</td> 442 442 </tr> 443 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.sort\">sort</a>(M)</td>443 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.sort\">sort</a>(M)</td> 444 444 <td valign=\"top\">Sort rows or columns of matrix in ascending or descending order</td> 445 445 </tr> 446 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.solve\">solve</a>(A,b)</td>446 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.solve\">solve</a>(A,b)</td> 447 447 <td valign=\"top\">Solve real system of linear equations A*x=b with a b vector</td> 448 448 </tr> 449 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.solve2\">solve2</a>(A,B)</td>449 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.solve2\">solve2</a>(A,B)</td> 450 450 <td valign=\"top\">Solve real system of linear equations A*X=B with a B matrix</td> 451 451 </tr> 452 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.leastSquares\">leastSquares</a>(A,b)</td>452 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.leastSquares\">leastSquares</a>(A,b)</td> 453 453 <td valign=\"top\">Solve overdetermined or underdetermined real system of <br> 454 454 linear equations A*x=b in a least squares sense</td> 455 455 </tr> 456 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.equalityLeastSquares\">equalityLeastSquares</a>(A,a,B,b)</td>456 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.equalityLeastSquares\">equalityLeastSquares</a>(A,a,B,b)</td> 457 457 <td valign=\"top\">Solve a linear equality constrained least squares problem:<br> 458 458 min|A*x-a|^2 subject to B*x=b</td> 459 459 </tr> 460 <tr><td valign=\"top\">(LU,p,info) = <a href=\"Modelica: Modelica.Math.Matrices.LU\">LU</a>(A)</td>460 <tr><td valign=\"top\">(LU,p,info) = <a href=\"Modelica://Modelica.Math.Matrices.LU\">LU</a>(A)</td> 461 461 <td valign=\"top\">LU decomposition of square or rectangular matrix</td> 462 462 </tr> 463 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.LU_solve\">LU_solve</a>(LU,p,b)</td>463 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.LU_solve\">LU_solve</a>(LU,p,b)</td> 464 464 <td valign=\"top\">Solve real system of linear equations P*L*U*x=b with a<br> 465 465 b vector and an LU decomposition from \"LU(..)\"</td> 466 466 </tr> 467 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.LU_solve2\">LU_solve2</a>(LU,p,B)</td>467 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.LU_solve2\">LU_solve2</a>(LU,p,B)</td> 468 468 <td valign=\"top\">Solve real system of linear equations P*L*U*X=B with a<br> 469 469 B matrix and an LU decomposition from \"LU(..)\"</td> 470 470 </tr> 471 <tr><td valign=\"top\">(Q,R,p) = <a href=\"Modelica: Modelica.Math.Matrices.QR\">QR</a>(A)</td>471 <tr><td valign=\"top\">(Q,R,p) = <a href=\"Modelica://Modelica.Math.Matrices.QR\">QR</a>(A)</td> 472 472 <td valign=\"top\"> QR decomposition with column pivoting of rectangular matrix (Q*R = A[:,p]) </td> 473 473 </tr> 474 <tr><td valign=\"top\">eval = <a href=\"Modelica: Modelica.Math.Matrices.eigenValues\">eigenValues</a>(A)<br>475 (eval,evec) = <a href=\"Modelica: Modelica.Math.Matrices.eigenValues\">eigenValues</a>(A)</td>474 <tr><td valign=\"top\">eval = <a href=\"Modelica://Modelica.Math.Matrices.eigenValues\">eigenValues</a>(A)<br> 475 (eval,evec) = <a href=\"Modelica://Modelica.Math.Matrices.eigenValues\">eigenValues</a>(A)</td> 476 476 <td valign=\"top\"> Compute eigenvalues and optionally eigenvectors<br> 477 477 for a real, nonsymmetric matrix </td> 478 478 </tr> 479 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.eigenValueMatrix\">eigenValueMatrix</a>(eigen)</td>479 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.eigenValueMatrix\">eigenValueMatrix</a>(eigen)</td> 480 480 <td valign=\"top\"> Return real valued block diagonal matrix J of eigenvalues of 481 481 matrix A (A=V*J*Vinv) </td> 482 482 </tr> 483 <tr><td valign=\"top\">sigma = <a href=\"Modelica: Modelica.Math.Matrices.singularValues\">singularValues</a>(A)<br>484 (sigma,U,VT) = <a href=\"Modelica: Modelica.Math.Matrices.singularValues\">singularValues</a>(A)</td>483 <tr><td valign=\"top\">sigma = <a href=\"Modelica://Modelica.Math.Matrices.singularValues\">singularValues</a>(A)<br> 484 (sigma,U,VT) = <a href=\"Modelica://Modelica.Math.Matrices.singularValues\">singularValues</a>(A)</td> 485 485 <td valign=\"top\"> Compute singular values and optionally left and right singular vectors </td> 486 486 </tr> 487 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.det\">det</a>(A)</td>487 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.det\">det</a>(A)</td> 488 488 <td valign=\"top\"> Determinant of a matrix (do <b>not</b> use; use rank(..))</td> 489 489 </tr> 490 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.inv\">inv</a>(A)</td>490 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.inv\">inv</a>(A)</td> 491 491 <td valign=\"top\"> Inverse of a matrix </td> 492 492 </tr> 493 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.rank\">rank</a>(A)</td>493 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.rank\">rank</a>(A)</td> 494 494 <td valign=\"top\"> Rank of a matrix </td> 495 495 </tr> 496 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.balance\">balance</a>(A)</td>496 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.balance\">balance</a>(A)</td> 497 497 <td valign=\"top\">Balance a square matrix to improve the condition</td> 498 498 </tr> 499 <tr><td valign=\"top\"><a href=\"Modelica: Modelica.Math.Matrices.exp\">exp</a>(A)</td>499 <tr><td valign=\"top\"><a href=\"Modelica://Modelica.Math.Matrices.exp\">exp</a>(A)</td> 500 500 <td valign=\"top\"> Compute the exponential of a matrix by adaptive Taylor series<br> 501 501 expansion with scaling and balancing</td> 502 502 </tr> 503 <tr><td valign=\"top\">(P, G) = <a href=\"Modelica: Modelica.Math.Matrices.integralExp\">integralExp</a>(A,B)</td>503 <tr><td valign=\"top\">(P, G) = <a href=\"Modelica://Modelica.Math.Matrices.integralExp\">integralExp</a>(A,B)</td> 504 504 <td valign=\"top\"> Compute the exponential of a matrix and its integral</td> 505 505 </tr> 506 <tr><td valign=\"top\">(P, G, GT) = <a href=\"Modelica: Modelica.Math.Matrices.integralExpT\">integralExpT</a>(A,B)</td>506 <tr><td valign=\"top\">(P, G, GT) = <a href=\"Modelica://Modelica.Math.Matrices.integralExpT\">integralExpT</a>(A,B)</td> 507 507 <td valign=\"top\"> Compute the exponential of a matrix and two integrals</td> 508 508 </tr> … … 523 523 524 524 <h4>See also</h4> 525 <a href=\"Modelica: Modelica.Math.Vectors\">Vectors</a>525 <a href=\"Modelica://Modelica.Math.Vectors\">Vectors</a> 526 526 527 527 </HTML> … … 565 565 </pre></blockquote> 566 566 <h4>See also</h4> 567 <a href=\"Modelica: Modelica.Vectors.isEqual\">Vectors.isEqual</a>,568 <a href=\"Modelica: Modelica.Strings.isEqual\">Strings.isEqual</a>567 <a href=\"Modelica://Modelica.Math.Vectors.isEqual\">Vectors.isEqual</a>, 568 <a href=\"Modelica://Modelica.Utilities.Strings.isEqual\">Strings.isEqual</a> 569 569 </HTML>")); 570 570 protected … … 845 845 </pre></blockquote> 846 846 <h4>See also</h4> 847 <a href=\"Modelica: Modelica.Math.Matrices.LU\">Matrices.LU</a>,848 <a href=\"Modelica: Modelica.Math.Matrices.LU_solve\">Matrices.LU_solve</a>847 <a href=\"Modelica://Modelica.Math.Matrices.LU\">Matrices.LU</a>, 848 <a href=\"Modelica://Modelica.Math.Matrices.LU_solve\">Matrices.LU_solve</a> 849 849 </HTML>")); 850 850 protected … … 915 915 916 916 <h4>See also</h4> 917 <a href=\"Modelica: Modelica.Math.Matrices.LU\">Matrices.LU</a>,918 <a href=\"Modelica: Modelica.Math.Matrices.LU_solve2\">Matrices.LU_solve2</a>917 <a href=\"Modelica://Modelica.Math.Matrices.LU\">Matrices.LU</a>, 918 <a href=\"Modelica://Modelica.Math.Matrices.LU_solve2\">Matrices.LU_solve2</a> 919 919 </HTML>")); 920 920 protected … … 1084 1084 matrix <code>LU</code> (the diagonal of <b>L</b> is not stored). 1085 1085 With the companion function 1086 <a href=\"Modelica: Modelica.Math.Matrices.LU_solve\">Matrices.LU_solve</a>,1086 <a href=\"Modelica://Modelica.Math.Matrices.LU_solve\">Matrices.LU_solve</a>, 1087 1087 this decomposition can be used to solve 1088 1088 linear systems (<b>P</b>*<b>L</b>*<b>U</b>)*<b>x</b> = <b>b</b> with different right … … 1090 1090 just one right hand side vector <b>b</b> shall be solved, it is 1091 1091 more convenient to just use the function 1092 <a href=\"Modelica: Modelica.Math.Matrices.solve\">Matrices.solve</a>.1092 <a href=\"Modelica://Modelica.Math.Matrices.solve\">Matrices.solve</a>. 1093 1093 </p> 1094 1094 <p> … … 1130 1130 </pre></blockquote> 1131 1131 <h4>See also</h4> 1132 <a href=\"Modelica: Modelica.Math.Matrices.LU_solve\">Matrices.LU_solve</a>,1133 <a href=\"Modelica: Modelica.Math.Matrices.solve\">Matrices.solve</a>,1132 <a href=\"Modelica://Modelica.Math.Matrices.LU_solve\">Matrices.LU_solve</a>, 1133 <a href=\"Modelica://Modelica.Math.Matrices.solve\">Matrices.solve</a>, 1134 1134 </HTML>")); 1135 1135 end LU; … … 1167 1167 <b>U</b> is an upper triangular matrix (upper trapezoidal if m < n). 1168 1168 The matrices of this decomposition are computed with function 1169 <a href=\"Modelica: Modelica.Math.Matrices.LU\">Matrices.LU</a> that1169 <a href=\"Modelica://Modelica.Math.Matrices.LU\">Matrices.LU</a> that 1170 1170 returns arguments <code>LU</code> and <code>pivots</code> 1171 1171 used as input arguments of <code>Matrices.LU_solve</code>. … … 1175 1175 just one right hand side vector shall be solved, it is 1176 1176 more convenient to just use the function 1177 <a href=\"Modelica: Modelica.Math.Matrices.solve\">Matrices.solve</a>.1177 <a href=\"Modelica://Modelica.Math.Matrices.solve\">Matrices.solve</a>. 1178 1178 </p> 1179 1179 <p> … … 1206 1206 </pre></blockquote> 1207 1207 <h4>See also</h4> 1208 <a href=\"Modelica: Modelica.Math.Matrices.LU\">Matrices.LU</a>,1209 <a href=\"Modelica: Modelica.Math.Matrices.solve\">Matrices.solve</a>,1208 <a href=\"Modelica://Modelica.Math.Matrices.LU\">Matrices.LU</a>, 1209 <a href=\"Modelica://Modelica.Math.Matrices.solve\">Matrices.solve</a>, 1210 1210 </HTML>")); 1211 1211 algorithm … … 1251 1251 <b>U</b> is an upper triangular matrix (upper trapezoidal if m < n). 1252 1252 The matrices of this decomposition are computed with function 1253 <a href=\"Modelica: Modelica.Math.Matrices.LU\">Matrices.LU</a> that1253 <a href=\"Modelica://Modelica.Math.Matrices.LU\">Matrices.LU</a> that 1254 1254 returns arguments <code>LU</code> and <code>pivots</code> 1255 1255 used as input arguments of <code>Matrices.LU_solve2</code>. … … 1259 1259 just one right hand side matrix shall be solved, it is 1260 1260 more convenient to just use the function 1261 <a href=\"Modelica: Modelica.Math.Matrices.solve2\">Matrices.solve2</a>.1261 <a href=\"Modelica://Modelica.Math.Matrices.solve2\">Matrices.solve2</a>. 1262 1262 </p> 1263 1263 <p> … … 1298 1298 </pre></blockquote> 1299 1299 <h4>See also</h4> 1300 <a href=\"Modelica: Modelica.Math.Matrices.LU\">Matrices.LU</a>,1301 <a href=\"Modelica: Modelica.Math.Matrices.solve2\">Matrices.solve2</a>,1300 <a href=\"Modelica://Modelica.Math.Matrices.LU\">Matrices.LU</a>, 1301 <a href=\"Modelica://Modelica.Math.Matrices.solve2\">Matrices.solve2</a>, 1302 1302 </HTML>")); 1303 1303 algorithm … … 1447 1447 imaginary part of the eigenvector of the i-th eigenvalue. 1448 1448 With function 1449 <a href=\"Modelica: Modelica.Math.Matrices.eigenValueMatrix\">Matrices.eigenValueMatrix</a>,1449 <a href=\"Modelica://Modelica.Math.Matrices.eigenValueMatrix\">Matrices.eigenValueMatrix</a>, 1450 1450 a real block diagonal matrix is constructed from the eigenvalues 1451 1451 such that … … 1478 1478 </pre></blockquote> 1479 1479 <h4>See also</h4> 1480 <a href=\"Modelica: Modelica.Math.Matrices.eigenValueMatrix\">Matrices.eigenValueMatrix</a>,1481 <a href=\"Modelica: Modelica.Math.Matrices.singularValues\">Matrices.singularValues</a>1480 <a href=\"Modelica://Modelica.Math.Matrices.eigenValueMatrix\">Matrices.eigenValueMatrix</a>, 1481 <a href=\"Modelica://Modelica.Math.Matrices.singularValues\">Matrices.singularValues</a> 1482 1482 </HTML> 1483 1483 ")); … … 1527 1527 from the the two-column matrix <code>eigenvalues</code> 1528 1528 (computed by function 1529 <a href=\"Modelica: Modelica.Math.Matrices.eigenValues\">Matrices.eigenValues</a>).1529 <a href=\"Modelica://Modelica.Math.Matrices.eigenValues\">Matrices.eigenValues</a>). 1530 1530 Matrix <code>eigenvalues</code> must have the real part of the 1531 1531 eigenvalues in the first column and the imaginary part in the … … 1545 1545 </blockquote> 1546 1546 <h4>See also</h4> 1547 <a href=\"Modelica: Modelica.Math.Matrices.eigenValues\">Matrices.eigenValues</a>1547 <a href=\"Modelica://Modelica.Math.Matrices.eigenValues\">Matrices.eigenValues</a> 1548 1548 </HTML>")); 1549 1549 protected … … 1618 1618 </pre></blockquote> 1619 1619 <h4>See also</h4> 1620 <a href=\"Modelica: Modelica.Math.Matrices.eigenValues\">Matrices.eigenValues</a>1620 <a href=\"Modelica://Modelica.Math.Matrices.eigenValues\">Matrices.eigenValues</a> 1621 1621 </HTML>")); 1622 1622 protected … … 1650 1650 there are nearly always better numerical algorithms 1651 1651 as by computing the determinant. E.g., use function 1652 <a href=\"Modelica: Modelica.Math.Matrices.rank\">Matrices.rank</a>1652 <a href=\"Modelica://Modelica.Math.Matrices.rank\">Matrices.rank</a> 1653 1653 to compute the rank of a matrix. 1654 1654 <h4>See also</h4> 1655 <a href=\"Modelica: Modelica.Math.Matrices.rank\">Matrices.rank</a>,1656 <a href=\"Modelica: Modelica.Math.Matrices.solve\">Matrices.solve</a>1655 <a href=\"Modelica://Modelica.Math.Matrices.rank\">Matrices.rank</a>, 1656 <a href=\"Modelica://Modelica.Math.Matrices.solve\">Matrices.solve</a> 1657 1657 </HTML>")); 1658 1658 algorithm … … 5687 5687 fillColor=10, 5688 5688 rgbfillColor={95,95,95}, 5689 fillPattern=1))), 5689 fillPattern=1))), 5690 5690 Documentation(info="<html> 5691 5691 <p> … … 5737 5737 fillColor=10, 5738 5738 rgbfillColor={95,95,95}, 5739 fillPattern=1))), 5739 fillPattern=1))), 5740 5740 Documentation(revisions="<html> 5741 5741 <p> -
Modelica/trunk/Modelica/Mechanics/MultiBody/Examples/Elementary/DoublePendulum.mo
r550 r573 25 25 object to <b>false</b> to switch off animation of all components. 26 26 </p> 27 <p align=\"center\"> 27 28 <table border=0 cellspacing=0 cellpadding=0><tr><td valign=\"top\"> 28 29 <IMG SRC=\"../Images/MultiBody/Examples/Elementary/DoublePendulum.png\" 29 30 ALT=\"model Examples.Elementary.DoublePendulum\"> 30 </p> 31 </td></tr></table> 32 31 33 </HTML>")); 32 34 inner Modelica.Mechanics.MultiBody.World world annotation (extent=[-88, 0; -68, 20]); -
Modelica/trunk/Modelica/Mechanics/MultiBody/Examples/Loops/EngineV6.mo
r550 r573 80 80 up by using instances of one cylinder. For more details on the 81 81 modeling of one cylinder, see example 82 <a href=\"Modelica://Modelica.Mechanics.MultiBody.Examples.Loops.Engine \">Engine</a>.82 <a href=\"Modelica://Modelica.Mechanics.MultiBody.Examples.Loops.Engine1b\">Engine1b</a>. 83 83 An animation of the engine is shown in the figure below. 84 84 </p> -
Modelica/trunk/Modelica/Mechanics/MultiBody/Examples/Systems/RobotR3.mo
r547 r573 372 372 This is an expandable connector which is \"empty\". 373 373 The actual signal content is defined by connecting to an instance 374 of this connector. 374 of this connector. The signals that are usually used 375 (and are by default listed as choices in the menu that defines 376 the connection to this bus) are defined 377 <a href=\"Modelica://Modelica.Mechanics.MultiBody.Examples.Systems.RobotR3.Components.InternalConnectors.AxisControlBus\">here</a>. 375 378 </p> 376 379 … … 389 392 This is an expandable connector which is \"empty\". 390 393 The actual signal content is defined by connecting to an instance 391 of this connector. It consists of one instance of the \"AxisControlBus\" 392 for every axis. 394 of this connector. The sub-buses that are usually used 395 (and are by default listed as choices in the menu that defines 396 the connection to this bus) are defined 397 <a href=\"Modelica://Modelica.Mechanics.MultiBody.Examples.Systems.RobotR3.Components.InternalConnectors.ControlBus\">here</a>. 393 398 </p> 394 399 </html>")); … … 1747 1752 </p> 1748 1753 </html>")); 1749 package Internal "Internal models that should not be used"1754 package InternalConnectors "Internal models that should not be used" 1750 1755 expandable connector AxisControlBus "Data bus for one robot axis" 1751 1756 extends … … 1753 1758 import SI = Modelica.SIunits; 1754 1759 1755 Boolean motion_ref "= true, if reference motion is not in rest";
