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The cube rotation implementation details of the "Turn" Catransform3d matrix transformation

Original URL: http://blog.csdn.net/ch_soft/article/details/7351896The first part, the previous days to do animation, the use of Catransform3d, because did not learn computer graphics, the matrix of the m11--m44 of the various meanings are not clear, after a few days of research summarized as follows: (for me as the rookie learning) struct CATRANSFORM3D { CGFloat M11 (x scale), M12 (y Shear), M13 (), M14 (); CGFloat M21 (x Shear),

Geometric transformation of Vector Space

This includes translation and Rotation Transformation. This is a very basic thing, that is, to extend the vector to a space that can be transformed. For example, to transform a three-dimensional color vector, it is extended into a five-dimensional space. In my project, many images only have a set of transformation parameters and a reference pointing to the elements, that is, you need to use the transformation parameters to convert the element coordinates to the real display system coordinate

Mass framework CSS module v3

. // http://www.cnblogs.com/Libra/archive/2009/03/24/1420731.html if (! Node. Filters [ident]) {var old = node. currentstyle. filter; // prevent overwriting existing filters node. style. Filter = (old? Old + ",": "") + "progid:" + ident + "(sizingmethod = 'Auto expand')";} var F = node. filters [ident]; M = new $. matrix2d (F. m11, F. m12, F. m21, F. m22, F. DX, F. dy); $. _ data (node, "matrix", m) // save it to the cache system, saving computing

Completely revealing the secrets of GDI + colormatrix

volumes of B and A to R respectively. The total shear volumes are the total shear volumes of R. Expressed: R = g * m21 + B * m31 + A * M41; G = r * m12 + B * M32 + A * M42; B = r * M13 + G * M23 + A * m43; A = r * m14 + G * M24 + B * m34; 3. Color rotation: The description of color rotation is complex, that is, in the image pixel, two of them are used to calculate the result around the other one according to a certain angle, is the color rotation. Ta

Links and operations between operating systems and databases of different versions

nebula.Nebula.dbo.taskplaning; 05 insert into nebula.Nebula.dbo.taskplaning 06 select case [Task Type]when 'Cast-Knowledge Base learn' then 'Learn' when 'Investment-Knowledge Base Development' then 'Demo' end tasktype,case Node ownerwhen 'Yao liang' then 'Yao liang' else substring(Node owner, 3,100)end Taskman, yearyear,isnull(m01,0) m01,isnull(m02,0) m02,isnull(m03,0) m03,isnull(m04,0) m04,isnull(m05,0) m05,isnull(m06,0) m06,isnull(m07,0) m07,isnull(m08,0) m

JavaScript CSS Menu features improved version _ navigation menu

The improved version optimizes the problem by adding a menu to a simple JavaScript code. At the same time make the HTML page is very concise, only need to write 2 lines of code can! O (∩_∩) o 1. Use the premises, introduce a CSS file in the HTML page, and a JavaScript file. As follows: Copy Code code as follows: Introduce CSS file: Introducing JavaScript Files: 2. Define menu code as follows: Copy Code code as follows: if (document.getElementById) { var r

CSS JavaScript Implementation Menu features improved version _ navigation menu

The improved version optimizes the problem by adding a menu to a simple JavaScript code. At the same time make the HTML page is very concise, only need to write 2 lines of code can! O (∩_∩) o 1. Use the premises, introduce a CSS file in the HTML page, and a JavaScript file. As follows: Copy Code code as follows: Introduce CSS file: Introducing JavaScript Files: 2. Define menu code as follows: Copy Code code as follows: if (document.getElementById) { var ro

[Reprinted] design principles and methods for industrial robot operation machines

operation. However, it increases the inertia of the arm and the load on the joints, and is suitable for situations where the imbalance torque is small.2) Spring balancing mechanism: the principle 2b shows that the arm's unbalanced torque isM1 = M11-M12 = mglcos gamma-iaMedium M11-static unbalanced moment;M12-inertial moment;I -- moment of inertia of the arm against the joint axis;A: average acceleration of

Implementation of SVG file generated by graphics in QT (2) Sharing

, but qpainter also supports coordinate transformation. You can use the qpainter: Scale () function to perform proportional transformation. UseThe qpainter: Rotate () function performs Rotation Transformation. Use the qpainter: translate () function for translation conversion.Number, qpainter: shear () function to distort the image. All transformation matrices can be obtained through the qpainter: wordmatrix () function.Output. Different transformation matrices can be saved using stacks.Use qpai

Learn more about GDI + [21]: tgptexturebrush and tgpmatrix

; trackbar5.position: = 0; trackbar6.position: = 0; button1.onclick: = formcreate; end; Procedure submit (Sender: tobject); var G: tgpgraphics; IMG: tgpimage; TB: tgptexturebrush; matrix: tgpmatrix; M11, M12, m21, m22, DX, DY: single; begin G: = tgpgraphics. create (canvas. handle); IMG: = tgpimage. create ('C: \ temp \ small.png '); TB: = tgptexturebrush. create (IMG); M11: = trackbar1.position/10; M12: =

Learn more about GDI + [33]: tgppen-geometric transformation of the paint brush-settransform

: = 0; trackbar4.position: = 10; button1.onclick: = formcreate; end; Procedure tform1.formpaint (Sender: tobject); var G: tgpgraphics; B: tgpbrush; P: tgppen; matrix: tgpmatrix; M11, m12, m21, m22: single; begin G: = tgpgraphics. create (canvas. handle); B: = tgphatchbrush. create (hatchstylelargegrid, aclforestgreen); P: = tgppen. create (B, 16); M11: = trackbar1.position/10; M12: = trackbar2.position/10;

The writing of common functions of CSS3

first two bits represent the alpha channel value, 00 is completely transparent, the FF is completely opaque, and the next six bits are the RGB values of the color.In addition to IE, the RGBA function is supported in almost all other browsers. It has four parameters, the first three is the RGB value of one color, the fourth is transparency, and this is set to 0.6.V. Rotation (rotation) . box_rotate { -moz-transform:rotate (7.5DEG); /* ff3.5+ */ -o-transform:rotate (7.5DEG); /* O

The writing of common functions of CSS3

the same. It is important to note that their value is a eight-bit hexadecimal value, the first two bits represent the alpha channel value, 00 is completely transparent, the FF is completely opaque, and the next six bits are the RGB values of the color. Background-color:rgba (180, 180, 144, 0.6); In addition to IE, the RGBA function is supported in almost all other browsers. It has four parameters, the first three is the RGB value of one color, the fourth is transparency, and this

The writing of common functions of CSS3

the same. It is important to note that their value is a eight-bit hexadecimal value, the first two bits represent the alpha channel value, 00 is completely transparent, the FF is completely opaque, and the next six bits are the RGB values of the color. Background-color:rgba (180, 180, 144, 0.6); In addition to IE, the RGBA function is supported in almost all other browsers. It has four parameters, the first three is the RGB value of one color, the fourth is transparency, and this

CSS3 Common functions

monochromatic transparency, the two values are the same. It is important to note that their value is a eight-bit hexadecimal value, the first two bits represent the alpha channel value, 00 is completely transparent, the FF is completely opaque, and the next six bits are the RGB values of the color. Background-color:rgba (180, 180, 144, 0.6); In addition to IE, the RGBA function is supported in almost all other browsers. It has four parameters, the first three is the RGB value of o

Oracle User Management

user using the command grant, which reclaims permissions using the command revoke.Case:Sql>Conn Xiaoming/M12; Error:ora-01045:UserXiaoming lacksCREATESESSION privilege; logon denied warning: You are no longer connected to ORACLE. SQL>ShowUser;USERto "" SQL>Conn System/p; connected. SQL> GrantConnect toXiaoming; authorized success. SQL>Conn Xiaoming/M12; connected. SQL>Note:GrantConnect toXiaoming;Here, to

Advanced Language Program thoughts and works the second lesson Liu Ziwei

method realizes the student interface design importjava.awt.*;importjava.awt.event.*;classstudentjiemianextendsframeimplementsactionlistener{ Menubarm=newmenubar ();//Create menu bar Menum1=newmenu ("info");//Create Menu "info" Menuitemm11=newmenuitem ("Insert");//create "insert" The menu item menuitemm12=newmenuitem ("Query"); Menum2=newmenu ("score");//Create Menu "score" Menuitemm21=newmenuitem ("Query");p Ublicstudentjiemian () {this.settitle ("Student Interface");// Set the window caption

CSS3 for 2D transformations

{transform:matrix (2,0,0,2,0,0) ; }style>2. Realization of displacementstyle> . Box{width: + px; height: + px; margin: + px Auto; background: red; transition:1s; } . Box: Hover{transform:matrix (1,0,0,1, ); }style>3, to achieve tiltstyle> . Box{width: + px; height: + px; margin: + px Auto; background: red; transition:1s; } . Box: Hover{transform:matrix (1,0,0.577,1,0,0 ); }style>Inclined 30° in x directionYou can also set the value of a,b,c,d,e,f to achieve scaling, displacem

Matrix multiplication of dynamic programming

calculated as 3M13=M1*M2*M3, the goal is to find the minimum number of multiplication operations for M13. m13=min{m1*m23+r1*r2*r4,m12*m3+r1*r3*r4}=min{1100,5250}=m12*m3+r1*r3*r4=1100similarly m24=m2*m3*m4=min{m2*m34+r2*r3*r,m23*m4+r2*r4*r5}=min{10500,3000}=3000;(3) The final result of calculating the number of multiply matrices is 4:M14=min (M13*M4+R1*R4*R5,M12*

Spatial Cartesian coordinate transformation-affine transformation)

with the last line (1, the original column vector left multiplication transformation matrix obtains the new column vector: [X'] [m00 m01 m02] [x] [m00 * x + m01 * y + m02][Y'] = [m10 m11 m12] [y] = [m10 * x + m11 * y + m12][1] [0 0 1] [1] [1] The following is represented in an algebraic form: X' = m00 * x + m01 * y + m02;Y' = m10 * x + m11 * y + m12; If it is wr

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