- Peachpit Creating Graphics With Sketch
- Peachpit Creating Graphics With Sketch Software
- Peachpit Creating Graphics With Sketch Shapes
- Peachpit Creating Graphics With Sketches
- Visual QuickStart Guide Illustrator CC (2014 release) Elaine Weinmann and Peter Lourekas Peachpit Press www.peachpit.com To report errors, please send a note to [email protected].
- Learn to use Bohemian Coding’s Sketch 3 for all of your interface design work with this 3-hour comprehensive beginner’s guide to the app that more and more interface designers are - Selection from Creating Graphics with Sketch: Learn by Video Video.
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-->Definition
Returns
- Graphics
The Graphics for the control.
Examples
The following code example resizes the specified control so the control will accommodate its formatted text. The formatted text is the Text property with the control's assigned Font applied to the text. The
AutoSizeControl
method in this example also has a textPadding
parameter that represents the padding to apply to all edges of the control. To make the padding appear equal, align the text with the MiddleCenter
value of System.Drawing.ContentAlignment if your control supports it.Remarks
The Graphics object that you retrieve through the CreateGraphics method should not normally be retained after the current Windows message has been processed, because anything painted with that object will be erased with the next WM_PAINT message. Therefore you cannot cache the Graphics object for reuse, except to use non-visual methods like Graphics.MeasureString. Instead, you must call CreateGraphics every time that you want to use the Graphics object, and then call Dispose when you are finished using it. For more information about Windows messages, see WndProc.
By design, CreateGraphics sets ownership to the calling thread, and fails if it is called on other threads.
![Peachpit creating graphics with sketchup pro Peachpit creating graphics with sketchup pro](https://i.pinimg.com/originals/c3/cd/00/c3cd006b1b11e13934e6fafabaa148bf.jpg)
Note
In addition to the InvokeRequired property, there are four methods on a control that are thread safe: Invoke, BeginInvoke, EndInvoke, and CreateGraphics if the handle for the control has already been created. Calling CreateGraphics before the control's handle has been created on a background thread can cause illegal cross thread calls. For all other method calls, you should use one of the invoke methods to marshal the call to the control's thread.
Applies to
See also
How to insert table of contents in word 2016 mac. Home > Articles
␡- Understanding Solid Objects
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In this sample chapter from Modern Graphics Communicaiton, 5th Edition, learn how to visualize and sketch objects in three dimensions to communicate your ideas quickly and accurately.
This chapter is from the book Modern Graphics Communication, 5th Edition
This chapter is from the book
This chapter is from the book
Five nights at freddys 0 game. Refer to the following standard:
- ANSI/ASME Y14.3 Orthographic and Pictorial Views
Shaded Sketch Showing Details of Wire Placement (Courtesy of Quantum Design.)
Understanding Solid Objects
Sketches and drawings are used to communicate or record ideas about the shape of 3D objects. Before starting to sketch, it helps to develop a vocabulary for understanding and discussing 3D shapes.
Defense zone 2 1 1 8 – tower defense game. Three-dimensional figures are referred to as solids. Solids are bounded by the surfaces that contain them. These surfaces can be one of the following four types:
- Planar
- Single curved
- Double curved
- Warped
Regardless of how complex a solid may be, it is composed of combinations of these basic types of surfaces. Figure 3.1 shows examples of the four basic types of surfaces.
Types of Solids
Polyhedra
Solids that are bounded by plane surfaces are called polyhedra (Figures 3.2–3.4). These planar surfaces are also referred to as faces of the object. A polygon is a planar area that is enclosed by straight lines.
3.2 Regular Polyhedra
Regular Polyhedra
If the faces of a solid are equal regular polygons, it is called a regular polyhedron. There are five regular polyhedra: the tetrahedron, hexahedron, octahedron, dodecahedron, and icosahedron (Figure 3.2).
Prisms
A prism has two bases, which are parallel equal polygons, and three or more additional faces, which are parallelograms (Figure 3.3). A triangular prism has triangular bases, a rectangular prism has rectangular bases, and so on. (If a prism’s bases happen to be parallelograms, the prism is a called a parallelepiped, a word rarely heard in everyday conversation.)
A right prism has faces and lateral (side) edges that are perpendicular to the bases; an oblique prism has faces and lateral edges that are angled to the bases. If one end is cut off to form an end that is not parallel to the bases, the prism is said to be truncated (a word that simply means “shortened by having a part cut off”).
Peachpit Creating Graphics With Sketch
Pyramids
A pyramid has a polygon for a base and triangular lateral faces that intersect at a common point called the vertex (Figure 3.4). The line from the center of the base to the vertex is called the axis. If the axis is perpendicular to the base, the pyramid is called a right pyramid; otherwise, it is an oblique pyramid. A triangular pyramid has a triangular base, a square pyramid has a square base, and so on. If a portion near the vertex has been cut off, the pyramid is truncated, or it is referred to as a frustum.
3.4 Pyramids
Cylinders
A cylinder has a single-curved exterior surface (Figure 3.5). You can think of a cylinder as being formed by taking a straight line and moving it in a circular path to enclose a volume. Each position of this imaginary straight line in its path around the axis is called an element of the cylinder.
Peachpit Creating Graphics With Sketch Software
Cones
A cone has a single-curved exterior surface (Figure 3.6). You can think of it as being formed by moving one end of a straight line around a circle while keeping the other end fixed at a point, the vertex of the cone. An element of the cone is any position of this imaginary straight line.
3.6 Cones
Peachpit Creating Graphics With Sketch Shapes
Spheres
A sphere has a double-curved exterior surface (Figure 3.7). You can think of it as being formed by revolving a circle about one of its diameters, somewhat like spinning a coin. The poles of the sphere are the points at the top and bottom of the sphere that would not move while it was spinning. The axis of the sphere is the term for the line between its poles.
Tori
A torus is shaped like a doughnut (Figure 3.8). Its boundary surface is double curved. You can think of it as being formed by revolving a circle (or other curve) around an axis that is positioned away from (outside) the curve.
3.8 Torus
Ellipsoids
Peachpit Creating Graphics With Sketches
An oblate or prolate ellipsoid is shaped like an egg (Figure 3.9). You can think of it as being formed by revolving an ellipse about its minor or major axis, respectively.