obs-StreamFX/data/effects/blur/gaussian-linear.effect

// Parameters:
/// OBS Default
uniform float4x4 ViewProj;
/// Texture
uniform texture2d pImage;
uniform float2 pImageTexel;
/// Blur
uniform float pSize;
uniform float pAngle; 
uniform float2 pCenter;
uniform float2 pStepScale;
/// Gaussian
uniform float4 pKernel[32];

#define MAX_BLUR_SIZE 128

// # Linear Optimization
// While the normal way is to sample every texel in the pSize, linear optimization
//  takes advantage of the fact that most people, especially after compression,
//  will not be able to tell the difference between a linear approximation and
//  the actual thing.
//
// Instead of sampling every texel like this:
// 
//       |Tx|Tx|Tx|Tx|Tx|
//     Tx|-2|-1| 0|+1|+2|
// 
// Linear optimization will sample like this:
// 
//       |Tx|Tx|Tx|Tx|Tx|
//     Tx| -1  | 0|  +1 |
//
// This effectively removes half the necessary samples and looks identical when
//  when used with box blur. However there is an edge case when the blur width
//  is not a multiple of two, where two additional samples have to be spent on
//  reading the outer edge:
// 
//       |Tx|Tx|Tx|Tx|Tx|Tx|Tx|
//     Tx|-2| -1  | 0|  +1 |+2|
//
// or this alternative pattern that uses two less samples:
// 
//       |Tx|Tx|Tx|Tx|Tx|Tx|Tx|
//     Tx|  0  |  +1 |  +2 |+3|
//
// or this alternative pattern that also uses two less samples:
// 
//       |Tx|Tx|Tx|Tx|Tx|Tx|Tx|
//     Tx|  -2 | -1~~+1 |  +2 |
//
// With careful planning this can even be used for other types of Blur, such as
//  Gaussian Blur, which suffers a larger hit - however there are better and
//  faster alternatives than linear sampling with Gaussian Blur, such as
//  Dual Filtering ("Dual Kawase").

// Sampler
sampler_state linearSampler {
	Filter    = Linear;
	AddressU  = Clamp;
	AddressV  = Clamp;
	MinLOD    = 0;
	MaxLOD    = 0;
};

// Default Vertex Shader and Data
struct VertDataIn {
	float4 pos : POSITION;
	float2 uv  : TEXCOORD0;
};

struct VertDataOut {
	float4 pos  : POSITION;
	float2 uv   : TEXCOORD0;
	bool is_odd : TEXCOORD1;
};

VertDataOut VSDefault(VertDataIn vtx) {
	VertDataOut vert_out;
	vert_out.pos = mul(float4(vtx.pos.xyz, 1.0), ViewProj);
	vert_out.uv  = vtx.uv;
	vert_out.is_odd = ((int(round(pSize)) % 2) == 1);
	return vert_out;
}

// Functions
float GetKernelAt(int i) {
	return ((float[4])(pKernel[floor(i/4)]))[i%4];
}

// Blur 1 Dimensional
float4 PSBlur1D(VertDataOut vtx) : TARGET {
	float4 final = pImage.Sample(linearSampler, vtx.uv)
		* GetKernelAt(0);
		
	// y = yes, s = skip, b = break
	// Size-> | 1| 2| 3| 4| 5| 6| 7|
	// -------+--+--+--+--+--+--+--+
	// n=1    | b| y| y| y| y| y| y|
	// n=2    |  |bs| s| s| s| s| s|
	// n=3    |  | b| b| y| y| y| y|
	// n=4    |  |  |  |bs| s| s| s|
	// n=5    |  |  |  | b| b| y| y|
	// n=6    |  |  |  |  |  |bs| s|
	// n=7    |  |  |  |  |  | b| b|
	// n=8    |  |  |  |  |  |  |  |

	// Loop unrolling is only possible with a fixed known maximum.
	// Some compilers may unroll up to x iterations, but most will not.
	for (int n = 1; n <= MAX_BLUR_SIZE; n+=2) {
		// Different from normal box, early exit instead of late exit.
		if (n >= pSize) {
			break;
		}

		// TODO: Determine better position than 0.5 for gaussian approximation.
		float2 nstep = (pImageTexel * pStepScale) * (n + 0.5);
		float kernel = GetKernelAt(n) + GetKernelAt(n + 1);
		final += pImage.Sample(linearSampler, vtx.uv + nstep) * kernel;
		final += pImage.Sample(linearSampler, vtx.uv - nstep) * kernel;
	}
	if (vtx.is_odd) {
		float kernel = GetKernelAt(pSize);
		float2 nstep = (pImageTexel * pStepScale) * pSize;
		final += pImage.Sample(linearSampler, vtx.uv + nstep) * kernel;
		final += pImage.Sample(linearSampler, vtx.uv - nstep) * kernel;
	}

	return final;
}

technique Draw {
	pass {
		vertex_shader = VSDefault(vtx);
		pixel_shader  = PSBlur1D(vtx);
	}
}