Rasagar/Library/PackageCache/com.unity.render-pipelines.universal/Documentation~/writing-shaders-urp-reconstruct-world-position.md

---
uid: urp-writing-shaders-urp-reconstruct-world-position
---
# Reconstruct the world space positions of pixels from the depth texture

The Unity shader in this example reconstructs the world space positions for pixels using a depth texture and screen space UV coordinates. The shader draws a checkerboard pattern on a mesh to visualize the positions.

The following illustration shows the end result:

![Checkerboard pattern visualizing the reconstructed world space positions.](Images/shader-examples/urp-shader-tutorial-reconstruct-world-positions-from-depth.png)

This page contains the following sections:

* [Create the sample scene](#create-the-sample-scene)

* [Edit the ShaderLab code](#edit-the-shaderlab-code)

* [The complete ShaderLab code](#the-complete-shaderlab-code)

## Create the sample scene

Create the sample scene to follow the steps in this section:

1. Install URP into an existing Unity project, or create a new project using the [**Universal Project Template**](creating-a-new-project-with-urp.md).

2. In the sample Scene, create a plane GameObject and place it so that it occludes some of the GameObjects.

    ![Create a plane](Images/shader-examples/urp-shader-tutorial-create-place-gameobj.png)

3. Create a new Material and assign it to the plane.

4. Create a new shader and assign it to the material. Copy and paste the Unity shader source code from the page [URP unlit basic shader](writing-shaders-urp-basic-unlit-structure.md).

5. Select the URP Asset.

6. In the URP Asset, in the General section, enable `Depth Texture`.

    ![In URP Asset, enable Depth Texture](Images/shader-examples/urp-asset-depth-texture.png)

7. Open the shader you created on step 4.

## Edit the ShaderLab code

This section assumes that you copied the source code from the page [URP unlit basic shader](writing-shaders-urp-basic-unlit-structure.md).

Make the following changes to the ShaderLab code:

1. In the `HLSLPROGRAM` block, add the include declaration for the depth texture shader header. For example, place it under the existing include declaration for `Core.hlsl`.

    ```c++
    #include "Packages/com.unity.render-pipelines.universal/ShaderLibrary/Core.hlsl"

    // The DeclareDepthTexture.hlsl file contains utilities for sampling the Camera
    // depth texture.
    #include "Packages/com.unity.render-pipelines.universal/ShaderLibrary/DeclareDepthTexture.hlsl"
    ```
    The `DeclareDepthTexture.hlsl` file contains functions for sampling the Camera depth texture. This example uses the `SampleSceneDepth` function for sampling the Z coordinate for pixels.

2. In the fragment shader definition, add `Varyings IN` as input.

    ```c++
    half4 frag(Varyings IN) : SV_Target
    ```

    In this example, the fragment shader uses the `positionHCS` property from the `Varyings` struct to get locations of pixels.

3. In the fragment shader, to calculate the UV coordinates for sampling the depth buffer, divide the pixel location by the render target resolution `_ScaledScreenParams`. The property `_ScaledScreenParams.xy` takes into account any scaling of the render target, such as Dynamic Resolution.

    ```c++
    float2 UV = IN.positionHCS.xy / _ScaledScreenParams.xy;
    ```

4. In the fragment shader, use the `SampleSceneDepth` functions to sample the depth buffer.

    ```c++
    #if UNITY_REVERSED_Z
        real depth = SampleSceneDepth(UV);
    #else
        // Adjust z to match NDC for OpenGL
        real depth = lerp(UNITY_NEAR_CLIP_VALUE, 1, SampleSceneDepth(UV));
    #endif
    ```

   The `SampleSceneDepth` function comes from the `DeclareDepthTexture.hlsl` file. It returns the Z value in the range `[0, 1]`.

   For the reconstruction function (`ComputeWorldSpacePosition`) to work, the depth value must be in the normalized device coordinate (NDC) space. In D3D, Z is in range `[0,1]`, in OpenGL, Z is in range `[-1, 1]`.

   This example uses the `UNITY_REVERSED_Z` constant to determine the platform and adjust the Z value range. Check step 6 in this example for more explanations.

   The `UNITY_NEAR_CLIP_VALUE` variable is a platform independent near clipping plane value for the clip space.

   For more information, refer to [Platform-specific rendering differences](https://docs.unity3d.com/Manual/SL-PlatformDifferences.html).

5. Reconstruct world space positions from the UV and Z coordinates of pixels.

    ```c++
    float3 worldPos = ComputeWorldSpacePosition(UV, depth, UNITY_MATRIX_I_VP);
    ```

    `ComputeWorldSpacePosition` is a utility function that calculates the world space position from the UV and the depth (Z) values. This function is defined in the `Common.hlsl` file of the SRP Core package.

    `UNITY_MATRIX_I_VP` is an inverse view projection matrix which transforms points from the clip space to the world space.

6. To visualize the world space positions of pixels, create the checkboard effect.

    ```c++
    uint scale = 10;
    uint3 worldIntPos = uint3(abs(worldPos.xyz * scale));
    bool white = (worldIntPos.x & 1) ^ (worldIntPos.y & 1) ^ (worldIntPos.z & 1);
    half4 color = white ? half4(1,1,1,1) : half4(0,0,0,1);
    ```

    The `scale` is the inverse scale of the checkboard pattern size.

    The `abs` function mirrors the pattern to the negative coordinate side.

    The `uint3` declaration for the `worldIntPos` variable snaps the coordinate positions to integers.

    The `AND` operator in the expresion `<integer value> & 1` checks if the value is even (0) or odd (1). The expression lets the code divide the surface into squares.

    The `XOR` operator in the expresion `<integer value> ^ <integer value>` flips the square color.

    The depth buffer might not have valid values for areas where no geometry is rendered. The following code draws black color in such areas.

    ```c++
    #if UNITY_REVERSED_Z
        if(depth < 0.0001)
            return half4(0,0,0,1);
    #else
        if(depth > 0.9999)
            return half4(0,0,0,1);
    #endif
    ```

    Different platforms use different Z values for far clipping planes (0 == far, or 1 == far). The `UNITY_REVERSED_Z` constant lets the code handle all platforms correctly.

    Save the shader code, the example is ready.

The following illustration shows the end result:

![3D Checkerboard](Images/shader-examples/urp-shader-tutorial-reconstruct-world-positions-from-depth.png)

## The complete ShaderLab code

Below is the complete ShaderLab code for this example.

```c++
// This Unity shader reconstructs the world space positions for pixels using a depth
// texture and screen space UV coordinates. The shader draws a checkerboard pattern
// on a mesh to visualize the positions.
Shader "Example/URPReconstructWorldPos"
{
    Properties
    { }

    // The SubShader block containing the Shader code.
    SubShader
    {
        // SubShader Tags define when and under which conditions a SubShader block or
        // a pass is executed.
        Tags { "RenderType" = "Opaque" "RenderPipeline" = "UniversalPipeline" }

        Pass
        {
            HLSLPROGRAM
            // This line defines the name of the vertex shader.
            #pragma vertex vert
            // This line defines the name of the fragment shader.
            #pragma fragment frag

            // The Core.hlsl file contains definitions of frequently used HLSL
            // macros and functions, and also contains #include references to other
            // HLSL files (for example, Common.hlsl, SpaceTransforms.hlsl, etc.).
            #include "Packages/com.unity.render-pipelines.universal/ShaderLibrary/Core.hlsl"

            // The DeclareDepthTexture.hlsl file contains utilities for sampling the
            // Camera depth texture.
            #include "Packages/com.unity.render-pipelines.universal/ShaderLibrary/DeclareDepthTexture.hlsl"

            // This example uses the Attributes structure as an input structure in
            // the vertex shader.
            struct Attributes
            {
                // The positionOS variable contains the vertex positions in object
                // space.
                float4 positionOS   : POSITION;
            };

            struct Varyings
            {
                // The positions in this struct must have the SV_POSITION semantic.
                float4 positionHCS  : SV_POSITION;
            };

            // The vertex shader definition with properties defined in the Varyings
            // structure. The type of the vert function must match the type (struct)
            // that it returns.
            Varyings vert(Attributes IN)
            {
                // Declaring the output object (OUT) with the Varyings struct.
                Varyings OUT;
                // The TransformObjectToHClip function transforms vertex positions
                // from object space to homogenous clip space.
                OUT.positionHCS = TransformObjectToHClip(IN.positionOS.xyz);
                // Returning the output.
                return OUT;
            }

            // The fragment shader definition.
            // The Varyings input structure contains interpolated values from the
            // vertex shader. The fragment shader uses the `positionHCS` property
            // from the `Varyings` struct to get locations of pixels.
            half4 frag(Varyings IN) : SV_Target
            {
                // To calculate the UV coordinates for sampling the depth buffer,
                // divide the pixel location by the render target resolution
                // _ScaledScreenParams.
                float2 UV = IN.positionHCS.xy / _ScaledScreenParams.xy;

                // Sample the depth from the Camera depth texture.
                #if UNITY_REVERSED_Z
                    real depth = SampleSceneDepth(UV);
                #else
                    // Adjust Z to match NDC for OpenGL ([-1, 1])
                    real depth = lerp(UNITY_NEAR_CLIP_VALUE, 1, SampleSceneDepth(UV));
                #endif

                // Reconstruct the world space positions.
                float3 worldPos = ComputeWorldSpacePosition(UV, depth, UNITY_MATRIX_I_VP);

                // The following part creates the checkerboard effect.
                // Scale is the inverse size of the squares.
                uint scale = 10;
                // Scale, mirror and snap the coordinates.
                uint3 worldIntPos = uint3(abs(worldPos.xyz * scale));
                // Divide the surface into squares. Calculate the color ID value.
                bool white = ((worldIntPos.x) & 1) ^ (worldIntPos.y & 1) ^ (worldIntPos.z & 1);
                // Color the square based on the ID value (black or white).
                half4 color = white ? half4(1,1,1,1) : half4(0,0,0,1);

                // Set the color to black in the proximity to the far clipping
                // plane.
                #if UNITY_REVERSED_Z
                    // Case for platforms with REVERSED_Z, such as D3D.
                    if(depth < 0.0001)
                        return half4(0,0,0,1);
                #else
                    // Case for platforms without REVERSED_Z, such as OpenGL.
                    if(depth > 0.9999)
                        return half4(0,0,0,1);
                #endif

                return color;
            }
            ENDHLSL
        }
    }
}
```