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2. Vertex Shader Version 5.0 Download Free
3. Download Shader 5.0
4. Shaders 5.0 Download Windows 10

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A vertex shader is a graphics processing function used to add special effects to objects in a 3D environment by performing mathematical operations on the objects' vertex data. Each vertex can be defined by many different variables. For instance, a vertex is always defined by its location in a 3D environment using the x-, y-, and z- coordinates. VERDUN + TANNENBERG free. download full Version. PIXEL SHADER: 5.0; VERTEX SHADER: 5.0; FREE DISK SPACE: 12 GB; DEDICATED VIDEO RAM: 1 GB; Verdun Recommended.

• Requirements: XNA 3.1, Visual Studio 2008 (for source code), a graphics card that supports Shader Model 3.0. This simulates a field of particles. Physics calculations are done using HLSL with the vertex texture fetch. Each particle's velocity is stored in a pixel's rgb values in a texture. The position is stored in a separate texture.
• What are shaders? This week I explain what shaders are and why they're so important for games. Examples used cover vertex and pixel shaders.If you have enjoy.
• The 3D graphics core does not support hardware transform and lighting and the similar vertex shader technologies, which is an important part of the 3D acceleration pipeline. Instead, this functionality is emulated in software which may reduce compatibility and performance with 3D games.

This section contains the reference pages for HLSL Shader Model 5.1, introduced with D3D12.

Shader Model 5.1 is functionally very similar to Shader Model 5, the main change is more flexibility in resource selection by allowing indexing of arrays of descriptors from within a shader.

Feature	Capability
Instruction Set	HLSL intrinsic functions
Vertex Shader Max	No restriction
Pixel Shader Max	No restriction
New Shader Profiles Added	cs_5_1, ds_5_1, gs_5_1, hs_5_1, ps_5_1, vs_5_1, rootsig_1_0

In this section

Topic	Description
Shader Model 5.1 Objects	The following objects have been added to shader model 5.1.
Shader Model 5.1 System Values	Shader Model 5.1 adds the following new system values.

Related topics

As mentioned in the Hello Triangle chapter, shaders are little programs that rest on the GPU. These programs are run for each specific section of the graphics pipeline. In a basic sense, shaders are nothing more than programs transforming inputs to outputs. Shaders are also very isolated programs in that they're not allowed to communicate with each other; the only communication they have is via their inputs and outputs.

In the previous chapter we briefly touched the surface of shaders and how to properly use them. We will now explain shaders, and specifically the OpenGL Shading Language, in a more general fashion.

Shaders are written in the C-like language GLSL. GLSL is tailored for use with graphics and contains useful features specifically targeted at vector and matrix manipulation.

Shaders always begin with a version declaration, followed by a list of input and output variables, uniforms and its main function. Each shader's entry point is at its main function where we process any input variables and output the results in its output variables. Don't worry if you don't know what uniforms are, we'll get to those shortly.

A shader typically has the following structure:

When we're talking specifically about the vertex shader each input variable is also known as a vertex attribute. There is a maximum number of vertex attributes we're allowed to declare limited by the hardware. OpenGL guarantees there are always at least 16 4-component vertex attributes available, but some hardware may allow for more which you can retrieve by querying GL_MAX_VERTEX_ATTRIBS:

This often returns the minimum of 16 which should be more than enough for most purposes.

Types

GLSL has, like any other programming language, data types for specifying what kind of variable we want to work with. GLSL has most of the default basic types we know from languages like C: int, float, double, uint and bool. GLSL also features two container types that we'll be using a lot, namely vectors and matrices. We'll discuss matrices in a later chapter.

Vectors

A vector in GLSL is a 1,2,3 or 4 component container for any of the basic types just mentioned. They can take the following form (n represents the number of components):

• vecn: the default vector of n floats.
• bvecn: a vector of n booleans.
• ivecn: a vector of n integers.
• uvecn: a vector of n unsigned integers.
• dvecn: a vector of n double components.

Most of the time we will be using the basic vecn since floats are sufficient for most of our purposes.

Components of a vector can be accessed via vec.x where x is the first component of the vector. You can use .x, .y, .z and .w to access their first, second, third and fourth component respectively. GLSL also allows you to use rgba for colors or stpq for texture coordinates, accessing the same components.

The vector datatype allows for some interesting and flexible component selection called swizzling. Swizzling allows us to use syntax like this:

You can use any combination of up to 4 letters to create a new vector (of the same type) as long as the original vector has those components; it is not allowed to access the .z component of a vec2 for example. We can also pass vectors as arguments to different vector constructor calls, reducing the number of arguments required:

Vectors are thus a flexible datatype that we can use for all kinds of input and output. Throughout the book you'll see plenty of examples of how we can creatively manage vectors.

Ins and outs

Shaders are nice little programs on their own, but they are part of a whole and for that reason we want to have inputs and outputs on the individual shaders so that we can move stuff around. GLSL defined the in and out keywords specifically for that purpose. Each shader can specify inputs and outputs using those keywords and wherever an output variable matches with an input variable of the next shader stage they're passed along. The vertex and fragment shader differ a bit though.

The vertex shader should receive some form of input otherwise it would be pretty ineffective. The vertex shader differs in its input, in that it receives its input straight from the vertex data. To define how the vertex data is organized we specify the input variables with location metadata so we can configure the vertex attributes on the CPU. We've seen this in the previous chapter as layout (location = 0). The vertex shader thus requires an extra layout specification for its inputs so we can link it with the vertex data.

It is also possible to omit the layout (location = 0) specifier and query for the attribute locations in your OpenGL code via glGetAttribLocation, but I'd prefer to set them in the vertex shader. It is easier to understand and saves you (and OpenGL) some work.

The other exception is that the fragment shader requires a vec4 color output variable, since the fragment shaders needs to generate a final output color. If you fail to specify an output color in your fragment shader, the color buffer output for those fragments will be undefined (which usually means OpenGL will render them either black or white).

So if we want to send data from one shader to the other we'd have to declare an output in the sending shader and a similar input in the receiving shader. When the types and the names are equal on both sides OpenGL will link those variables together and then it is possible to send data between shaders (this is done when linking a program object). To show you how this works in practice we're going to alter the shaders from the previous chapter to let the vertex shader decide the color for the fragment shader.

Vertex shaderFragment shader

You can see we declared a vertexColor variable as a vec4 output that we set in the vertex shader and we declare a similar vertexColor input in the fragment shader. Since they both have the same type and name, the vertexColor in the fragment shader is linked to the vertexColor in the vertex shader. Because we set the color to a dark-red color in the vertex shader, the resulting fragments should be dark-red as well. The following image shows the output:

There we go! We just managed to send a value from the vertex shader to the fragment shader. Let's spice it up a bit and see if we can send a color from our application to the fragment shader!

Uniforms

Uniforms are another way to pass data from our application on the CPU to the shaders on the GPU. Uniforms are however slightly different compared to vertex attributes. First of all, uniforms are global. Global, meaning that a uniform variable is unique per shader program object, and can be accessed from any shader at any stage in the shader program. Second, whatever you set the uniform value to, uniforms will keep their values until they're either reset or updated.

To declare a uniform in GLSL we simply add the uniform keyword to a shader with a type and a name. From that point on we can use the newly declared uniform in the shader. Let's see if this time we can set the color of the triangle via a uniform:

We declared a uniform vec4ourColor in the fragment shader and set the fragment's output color to the content of this uniform value. Since uniforms are global variables, we can define them in any shader stage we'd like so no need to go through the vertex shader again to get something to the fragment shader. We're not using this uniform in the vertex shader so there's no need to define it there.

If you declare a uniform that isn't used anywhere in your GLSL code the compiler will silently remove the variable from the compiled version which is the cause for several frustrating errors; keep this in mind!

The uniform is currently empty; we haven't added any data to the uniform yet so let's try that. We first need to find the index/location of the uniform attribute in our shader. Once we have the index/location of the uniform, we can update its values. Instead of passing a single color to the fragment shader, let's spice things up by gradually changing color over time:

First, we retrieve the running time in seconds via glfwGetTime(). Then we vary the color in the range of 0.0 - 1.0 by using the sin function and store the result in greenValue.

Vertex Shader 3.0 Download

Then we query for the location of the ourColor uniform using glGetUniformLocation. We supply the shader program and the name of the uniform (that we want to retrieve the location from) to the query function. If glGetUniformLocation returns -1, it could not find the location. Lastly we can set the uniform value using the glUniform4f function. Note that finding the uniform location does not require you to use the shader program first, but updating a uniform does require you to first use the program (by calling glUseProgram), because it sets the uniform on the currently active shader program.

Because OpenGL is in its core a C library it does not have native support for function overloading, so wherever a function can be called with different types OpenGL defines new functions for each type required; glUniform is a perfect example of this. The function requires a specific postfix for the type of the uniform you want to set. A few of the possible postfixes are:

• f: the function expects a float as its value.
• i: the function expects an int as its value.
• ui: the function expects an unsigned int as its value.
• 3f: the function expects 3 floats as its value.
• fv: the function expects a float vector/array as its value.

Whenever you want to configure an option of OpenGL simply pick the overloaded function that corresponds with your type. In our case we want to set 4 floats of the uniform individually so we pass our data via glUniform4f

Vertex Shader Version 5.0 Download Free

(note that we also could've used the fv version).

Now that we know how to set the values of uniform variables, we can use them for rendering. If we want the color to gradually change, we want to update this uniform every frame, otherwise the triangle would maintain a single solid color if we only set it once. So we calculate the greenValue and update the uniform each render iteration:

The code is a relatively straightforward adaptation of the previous code. This time, we update a uniform value each frame before drawing the triangle. If you update the uniform correctly you should see the color of your triangle gradually change from green to black and back to green.

Check out the source code here if you're stuck.

As you can see, uniforms are a useful tool for setting attributes that may change every frame, or for interchanging data between your application and your shaders, but what if we want to set a color for each vertex? In that case we'd have to declare as many uniforms as we have vertices. A better solution would be to include more data in the vertex attributes which is what we're going to do now.

More attributes!

We saw in the previous chapter how we can fill a VBO, configure vertex attribute pointers and store it all in a VAO. This time, we also want to add color data to the vertex data. We're going to add color data as 3 floats to the vertices array. We assign a red, green and blue color to each of the corners of our triangle respectively:

Since we now have more data to send to the vertex shader, it is necessary to adjust the vertex shader to also receive our color value as a vertex attribute input. Note that we set the location of the aColor attribute to 1 with the layout specifier:

Since we no longer use a uniform for the fragment's color, but now use the ourColor output variable we'll have to change the fragment shader as well:

Because we added another vertex attribute and updated the VBO's memory we have to re-configure the vertex attribute pointers. The updated data in the VBO's memory now looks a bit like this:

Download Shader 5.0

glVertexAttribPointer'/>

Knowing the current layout we can update the vertex format with glVertexAttribPointer:

The first few arguments of glVertexAttribPointer are relatively straightforward. This time we are configuring the vertex attribute on attribute location 1. The color values have a size of 3floats and we do not normalize the values.

Since we now have two vertex attributes we have to re-calculate the stride value. To get the next attribute value (e.g. the next x component of the position vector) in the data array we have to move 6floats to the right, three for the position values and three for the color values. This gives us a stride value of 6 times the size of a float in bytes (= 24 bytes).
Also, this time we have to specify an offset. For each vertex, the position vertex attribute is first so we declare an offset of 0. The color attribute starts after the position data so the offset is 3 * sizeof(float) in bytes (= 12 bytes).

Running the application should result in the following image:

Check out the source code here if you're stuck.

The image may not be exactly what you would expect, since we only supplied 3 colors, not the huge color palette we're seeing right now. This is all the result of something called fragment interpolation in the fragment shader. When rendering a triangle the rasterization stage usually results in a lot more fragments than vertices originally specified. The rasterizer then determines the positions of each of those fragments based on where they reside on the triangle shape.
Based on these positions, it interpolates all the fragment shader's input variables. Say for example we have a line where the upper point has a green color and the lower point a blue color. If the fragment shader is run at a fragment that resides around a position at 70% of the line, its resulting color input attribute would then be a linear combination of green and blue; to be more precise: 30% blue and 70% green.

Shaders 5.0 Download Windows 10

This is exactly what happened at the triangle. We have 3 vertices and thus 3 colors, and judging from the triangle's pixels it probably contains around 50000 fragments, where the fragment shader interpolated the colors among those pixels. If you take a good look at the colors you'll see it all makes sense: red to blue first gets to purple and then to blue. Fragment interpolation is applied to all the fragment shader's input attributes.

Writing, compiling and managing shaders can be quite cumbersome. As a final touch on the shader subject we're going to make our life a bit easier by building a shader class that reads shaders from disk, compiles and links them, checks for errors and is easy to use. This also gives you a bit of an idea how we can encapsulate some of the knowledge we learned so far into useful abstract objects.

We will create the shader class entirely in a header file, mainly for learning purposes and portability. Let's start by adding the required includes and by defining the class structure:

We used several preprocessor directives at the top of the header file. Using these little lines of code informs your compiler to only include and compile this header file if it hasn't been included yet, even if multiple files include the shader header. This prevents linking conflicts.

The shader class holds the ID of the shader program. Its constructor requires the file paths of the source code of the vertex and fragment shader respectively that we can store on disk as simple text files. To add a little extra we also add several utility functions to ease our lives a little: use activates the shader program, and all set... functions query a uniform location and set its value.

Reading from file

We're using C++ filestreams to read the content from the file into several string objects:

Next we need to compile and link the shaders. Note that we're also reviewing if compilation/linking failed and if so, print the compile-time errors. This is extremely useful when debugging (you are going to need those error logs eventually):

The use function is straightforward:

Similarly for any of the uniform setter functions:

And there we have it, a completed shader class. Using the shader class is fairly easy; we create a shader object once and from that point on simply start using it:

Here we stored the vertex and fragment shader source code in two files called shader.vs and shader.fs. You're free to name your shader files however you like; I personally find the extensions .vs and .fs quite intuitive.

You can find the source code here using our newly created shader class. Note that you can click the shader file paths to find the shaders' source code.

1. Adjust the vertex shader so that the triangle is upside down: solution.
2. Specify a horizontal offset via a uniform and move the triangle to the right side of the screen in the vertex shader using this offset value: solution.
3. Output the vertex position to the fragment shader using the out keyword and set the fragment's color equal to this vertex position (see how even the vertex position values are interpolated across the triangle). Once you managed to do this; try to answer the following question: why is the bottom-left side of our triangle black?: solution.