SketchUp Tutorial
13 pages
English
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Tout savoir sur nos offres
13 pages
English
Le téléchargement nécessite un accès à la bibliothèque YouScribe
Tout savoir sur nos offres

Description

SketchUpThe toolbarGoogle SketchUpSelectMake ComponentSketchUp is a basic 3D design Paint Material (3D)tool. It has tools like a paint or Erasedrawing package, although Draw Rectangle (2D)Draw Line (2D)some are for working in 2D and Draw Circle (2D)Draw Arc (2D)some are for working in 3D. You always start with a 2D element Draw Polygon (2D)Draw Freehand (2D)and then ‘extrude’ or ‘loft it into 3D. From that point you can Move Extrudework in a mixture of both 2 and Rotate Follow Me3 dimensions.Scale OffsetThe scene areaMeasure) DimensionProtractor TextAxes 3D TextPan ViewRotate ViewZoom ExtentsZoomNext ViewPrev. ViewLook AroundPosition CameraSection PlaneWalkSketchUpUnit SetupSketchUp works in real-world coordinates and units. That means if you want to work in feet and inches, or millimetres and metres, you can choose which standard your object will be modelled in.You can choose the standard when you open a new document by choosing a template. If you want to change the units in an existing document select: Window>Model Info>Format.SketchUpWorking in 3DSketchUp, like all 3D applications works in the 3 dimensions, X,Y and Z. These can be thought of as up-down, left-right and the extra being towards-away.When you begin drawing things in SketchUp it will only exist in 2 of these dimensions – imagine a piece of paper laid on the screen, with up being in the Z direction. SketchUp will assume that your first drawing will be like ...

Informations

Publié par
Nombre de lectures 45
Langue English

Extrait

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                                         !"#  !    $        "      
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Select Paint Material (3D) Draw Rectangle (2D) Draw Circle (2D) Draw Polygon (2D) Move Rotate Scale Measure) Protractor Axes Rotate View Zoom Prev. View Position Camera Walk
Make Component Erase Draw Line (2D) Draw Arc (2D) Draw Freehand (2D) Extrude Follow Me Offset Dimension Text 3D Text Pan View Zoom Extents Ne xt Vie w Look Around Section Plane
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 
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          ,  - %      & &   "  &
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  $ /
         ( */ 0 $ 1 2  3 %  "           /           !#  "    456  .                 
7        !#   8      9 " :       " 9 1; :    8     "  0                  "            
             .     ,        %              !,#          .  
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7  
   !7#            %          " '  #      ( %*7                                                 
%          "       

<"  = )
    8      > "     8    !7#    ?>       % "   ( %*3@3       >  

 2
$                      !#         &        8                 8  "    8                   %            3@3 9 ":  

2 ; 9 ?:
%     8                     8      "                      ( %*+8       9         :      "       $                     8       

2 ; 9 :
A  8        '   "          !#  "    '    '          ' ( %*3@3       8        .      !#         .      "       )   8        

  7'
$    8      '                     )          8 ( $* )*  +
%     !# 2           !#  !/      #

B  $
%    8      "   %     # !      '   . 8   &B         8 A       B   8   8      B      8        7   !#      7    8               "   
C   #   .        $ 8      /;         
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