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Example: The Max Rate and Control of Detail

The following examples show how the  Max rate  of the irradiance map determines the detail in the GI solution. The scene contains small details with sizes less than a pixel.

Note how a higher Max rate leads to a more accurate approximation with the irradiance map, but also to increased rendering times. 

Note also that the differences between the irradiance map and the brute force solution appear only in areas with small details. Large flat areas are handled by the irradiance map very easily and accurately.

Choosing an appropriate Max rate depends on what details you have in your scene and on the desired quality. If the image contains relatively flat surfaces with little detail, you can use a lower Max rate. If the scene contains a lot of small sub-pixel details, you need a higher Max rate too. Above a certain point of detailness, the irradiance map becomes too slow and in that case, brute force GI might perform better.

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Exaggerated difference with the brute force GI solution

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Fixed AA and brute force GI (correct GI solution)
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DMC AA and Medium GI preset ( Max rate  is -1)
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DMC AA and High GI preset (Max rate  is 0)
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DMC AA and modified High GI preset ( Max rate  is 1)
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DMC AA and modified High GI preset ( Max rate  is 2)
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Color threshold (Clr thresh)  - this parameter controls how sensitive the irradiance map algorithm is to changes in indirect lighting. Larger values mean less sensitivity; smaller values make the irradiance map more sensitive to light changes (thus producing higher quality images).

Normal threshold (Nrm thresh)  - this parameter controls how sensitive the irradiance map is to changes in surface normals and small surface details. Larger values mean less sensitivity; smaller values make the irradiance map more sensitive to surface curvature and small details.

Distance threshold (Dist thresh)  - this parameter controls how sensitive the irradiance map is to distance between surfaces. A value of 0.0 means the irradiance map will not depend on object proximity at all; higher values place more samples in places where objects are close to each other.

Hemispheric subdivs (HSph. subdivs)  - this controls the quality of individual GI samples. Smaller values make things faster, but may produce blotchy result. Higher values produce smoother images. This is similar to the Subdivs  parameter for direct computation. Note that this is not the actual number of rays that will be traced. The actual number of rays is proportional to the square of this value and also depends on the settings in the DMC sampler rollout.

Interpolation samples  - this is the number of GI samples that will be used to interpolate the indirect illumination at a given point. Larger values tend to blur the detail in GI although the result will be smoother. Smaller values produce results with more detail, but may produce blotchiness if low Hemispheric subdivs are used. Note that if you use interpolated irradiance maps (i.e. the  Mode  is set to  Animation (rendering) ), V-Ray will actually multiply this value by the number of irradiance maps used. For example, if you have the  Interpolation samples set to  20, and the  Interpolation frames  to  2 , V-Ray will actually use 100 samples to interpolate. This is done in order to preserve the blurring of the GI solution compared to a single frame irradiance map, however it also slows down the rendering. To speed up the rendering in that case, you can decrease this value to  10  or 5 .

Interpolation frames  - this determines the number of frames that will be used to interpolate GI when the  Mode is set to  Animation (rendering) . In this mode, V-Ray interpolates the irradiance from the maps of several adjacent frames to help smooth out any flickering. Note that the actual number of frames used is  2*(interp. frames)+1  - e.g. the default value of  2  means that in total  5  irradiance maps will be interpolated. Higher values slow down the rendering and may produce "lagging" effect. Lower values render faster but may increase flickering. Note that increasing this value also increases the number of samples used for interpolation from the irradiance map - see the note for the  Interpolation samples  parameter.

Detail Enhancement


Detail enhancement is a method for bringing additional detail to the irradiance map in the case where there are small details in the image. Due to its limited resolution, the irradiance map typically blurs the GI in these areas or produces splotchy and flickering results. The detail enhancement option is a way to calculate those smaller details with a high-precision brute-force sampling method. This is similar to how an ambient occlusion pass works, but is more precise as it takes into account bounced light.

On  - turns on detail enhancement for the irradiance map. Note that an irradiance map calculated in this mode should not be used without the detail option. When detail enhancement is On, you can use lower irradiance map settings and higher  Interpolation samples . This is because the irradiance map is only used to capture the general far-off lighting, while direct sampling is used for the closer detail areas.

Scale  - this determines the units for the Radius parameter:

  • Screen  - the radius is in image pixels.
  • World  - the radius is in world units.

Radius  - this determines the radius for the detail enhancement effect. Smaller radius means that smaller parts around the details in the image are sampled with higher precision - this would be faster but may be less precise. Larger radius means that more of the scene will use the higher precision sampling and may be slower, but more precise. This is similar to a radius parameter for an ambient occlusion pass.

Subdivs mult . - this determines the number of samples taken for the high-precision sampling as a percentage of the irradiance map Hemispheric subdivs. A value of 1.0 means that the same number of subdivs will be used as for the regular irradiance map samples. Lower values will make the detail-enhanced areas more noisy, but faster to render.

Options


Show calc phase  - when this option is on, V-Ray will show the irradiance map passes as the irradiance map is calculated. This will give you a rough idea of the indirect illumination even before the final rendering is complete. Note that turning this on slows the calculations a little bit, especially for large images. This option is ignored when rendering to fields - in that case, the calculation phase is never displayed.

Show direct light  - this option is only available when  Show calc phase  is on. It will cause V-Ray to show direct lighting for primary diffuse bounces in addition to indirect lighting while the irradiance map is being calculated. Note that V-Ray does not really need to compute this. The option is only for convenience. This does not mean that direct lighting is not calculated at all - it is, but only for secondary diffuse bounces (only for GI purposes).

Show samples  - when this option is on, V-Ray will show visually the samples in the irradiance map as small dots in the scene.

Use camera path - when this option is on, V-Ray will calculate the irradiance map samples for the entire camera path, instead of just the current view. This is useful in the following cases:

  • Calculating irradiance maps for short fly-through animations in one go. Instead of using the Incremental add to current map mode and rendering the animation every Nth frame, you can turn the Use camera path option on, and render just one single frame - this will produce information for the entire camera path.
  • Using irradiance maps for anmations with moving objects where the camera also moves - either in Single frame, or Animation (prepass) mode. In this case, setting the Use camera path option on will help to further reduce any flickering, as the GI sample positions on static geometry will not change.

If you use this option, you should not use interpolated glossy reflections/refractions in VRayMtl, as they will look odd.

Advanced Options


Interpolation type  - this option is used during rendering. It selects the method for interpolating the GI value from the samples in the irradiance map.

  • Weighted average - this method will do a simple blend between the GI samples in the irradiance map based on the distance to the point of interpolation and the difference in the normals. While simple and fast, this method tends to produce a blochiness in the result.
  • Least squares fit - the default method; it will try to compute a GI value that best fits in among the samples from the irradiance map. Produces smoother results than the weighted average method, but is slower. Also, ringing artifacts may appear in places where both the contrast and density of the irradiance map samples change over a small area.
  • Delone triangulation - all other methods of interpolation are blurry methods - that is, they will tend to blur the details in indirect illumination. Also, the blurry methods are prone to  density bias  (see below for a description). In difference, the Delone triangulation method is a non-blurry method and will preserve the detail while avoiding density bias. Since it is non-blurry, the result might look more noisy (blurring tends to hide noise). More samples will be needed to get a sufficiently smooth result. This can be done either by increasing the hemispheric subdivs of the irradiance map samples, or by decreasing the Noise threshold value in the brute force sampler rollout.

 

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Example: The Delone Triangulation Method

This example shows the triangles used by the Delone triangulation method to interpolate samples in the irradiance map. Note that the triangles are constructed on the fly from the irradiance samples; no actual mesh is ever created. The vertices of the shown triangles correspond to samples in the irradiance map.

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On-the-fly Delone Triangulation

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 Interpolated result

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  • Least squares with Voronoi weights - this is a modification of the least squares fit method aimed at avoiding the ringing at sharp boundaries by taking in consideration the density of the samples in the irradiance map. The method is quite slow and its effectiveness is currently somewhat questionable.

Although all interpolation types have their uses, it probably makes most sense to use either  Least squares fit or Delone triangulation . Being a blurry method,  Least squares fit will hide noise and will produce a smooth result. It is perfect for scenes with large smooth surfaces.  Delone triangulation  is a more exact method, which usually requires more hemispheric subdivs and high Max irradiance map rate (and therefore more rendering time), but produces accurate results without blurring. This is especially obvious in scenes where there are a lot of small details.

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Example: Interpolation Methods

The following examples shows the main differences between a blurry interpolation method (Least squares fit) and a non-blurry one (Delone triangulation). Notice how the images in the first column are more blurry, while the images in the second column are sharper.

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Blurry method (Least squares fit)

Non-blurry method (Delone triangulation)
The scene is a simple cube on a sphere as seen from above, lit by a HDRI map. Low hemispheric subdivs and low irradiance map rates were used intentionally so that the difference is more obvious. Both images were rendered with exactly the same irradiance map.

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This scene shows the ability of the Delone triangulation method to preserve detail. Notice that the shadows in the right image are sharper. Both images used the same irradiance map.

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A close-up of the previous scene. The irradiance map is exactly the same as for the two previous images (it was saved and then loaded from disk).

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Sample lookup  - this option is used during rendering. It selects the method of choosing suitable points from the irradiance map to be used as basis for the interpolation.

  • Nearest - this method will simply choose those samples from the irradiance map which are closest to the point of interpolation. (How many points will be chosen is determined by the value of the  Interpolation samples parameter.) This is the fastest lookup method and was the only one available in early versions of V-Ray. A drawback of this method is that in places where the density of the samples in the irradiance map changes, it will pick more samples from the area with higher density. When a blurry interpolation method is used, this leads to the so-called density bias which may lead to incorrect interpolation and aritfacts in such places (mostly GI shadow boundaries).
  • Nearest quad-balanced - this is an extension of the nearest lookup method aimed at avoiding density bias. It divides the space about the interpolated point in four areas and tries to find an equal number of samples in all of them (hence the name quad-balanced). The method is a little slower than the simple Nearest lookup, but in general performs very well. A drawback is that sometimes, in its attempt to find samples, it may pick samples that are far away and not relevant to the interpolated point.
  • Precalculated overlapping - this method was introduced in an attempt to avoid the drawbacks of the two previous ones. It requires a preprocessing step of the samples in the irradiance map during which a radius of influence is computed for each sample. This radius is larger for samples in places of low density, and smaller for places of higher density. When interpolating the irradiance at a point, the method will choose every sample that contains that point within its radius of influence. An advantage of this method is that when used with a blurry interpolation method it producses a continuous (smooth) function. Even though the method requires a preprocessing step, it is often faster than the other two. These two properties make it ideal for high-quality results. A drawback of this method is that sometimes lonely samples that are far-away can influence the wrong part of the scene. Also, it tends to blur the GI solution more than the other methods.
  • Density-based - the default method; it combines the  Nearest  and the Precalculated overlapping  methods and is very effective in reducing ringing artifacts and artifacts due to low sampling rates. This method also requires a preprocessing step in order to compute sample density, but it performs a nearest neighbour look-up to choose the most suitable samples while taking sample density in account.
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Example: Sample Look-up

The following examples show the differences between the three sample lookup methods and more specifically, their behavior in areas with changing sample density.

This is the test scene, the left image shows the final image and the right image shows the samples in the irradiance map (it was rendered with the  Show samples option checked). The scene itself is a sphere on a plane, lit by a V-Ray area light and a little skylight. The area light had the option  Store with irradiance map checked.

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Test scene

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The samples in the irradiance map

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As one will notice, the density of the samples is quite different in the uniformly lit areas and in the shadow transition area. The following three images used exactly the same irradiance map with the Least squares fit interpolation method.

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Nearest lookup method
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Nearest quad-balanced lookup method
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Precalculated overlapped method
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You can see the ringing artifacts (the white halo around the shadow) caused by the different sample density in the first two images. The last image, rendered with the Precalculated overlapping method is free from those artifacts. It also rendered faster than the other two images.

As a comparison, here is the same image rendered with the Delone triangulation interpolation method.

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Nearest lookup method
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Nearest quad-balanced  lookup method

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Precalculated overlapped method

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The images are nearly identical. This is because the Delone triangulation method, being a non-blurry method, is less sensitive to the samples that are being looked up, so long as the delone trianglulation can be performed successfully from them.

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Being the fastest of the three methods, Nearest lookup may be used for preview purposes. Nearest quad-balanced performs fairly well in the majority of cases. Precalculated overlapping is fast and in many cases performs very well, but may tend to blur the GI solution. The Density-based method produces very good results in the majority of cases and is the default method.

Note that the lookup method is mostly important when using a blurry interpolation method. When using  Delone triangulation , the sample lookup method does not influence the result very much.

Calc. pass interpolation samples  - this is used during irradiance map calculation. It represents the number of already computed samples that will be used to guide the sampling algorithm. Good values are between 10 and 25. Low values may speed the calculation pass, but may not provide sufficient information. Higher values will be slower and will cause additional sampling. In general, this parameter should be left to the default value of 15.

Multipass  - when this is turned on, V-Ray will make several passes through the image with progressively finer resolutions, starting with the  Min rate  and working up towards the Max rate . This typically gives a better sample distribution in the irradiance map and also gives an early preview of the scene. When this is off, V-Ray makes just one pass with the specified Max rate , which is slightly faster, but may produce samples that are aligned in a straight line around the edges of the render regions.

Randomize samples  - this is used during irradiance map calculation. When it is checked, the image samples will be randomly jittered. Unchecking it will produce samples that are aligned in a grid on the screen. In general, this option should be kept checked in order to avoid artifacts caused by regular sampling.

Check sample visibility  - this is used during rendering. It will cause V-Ray to use only those samples from the irradiance map, which are directly visible from the interpolated point. This may be useful for preventing "light leaks" through thin walls with very different illumination on both sides. However it will also slow the rendering, since V-Ray will trace additional rays to determine sample visibility.

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Example: Check Sample Visibility

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The following examples demonstrate the effect of the  Check sample visibility  parameter. The scene is a thin wall lit on the two sides by two V-Ray area lights with different color. Both lights had the  Store with irradiance map  option checked. The two images are rendered with the Medium irradiance map preset

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Check sample visibility is off
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Check sample visibility  is on
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Notice the light leak in the first image. This happens because near the thin wall V-Ray will use samples from both the sides. When  Check sample visibility  is turned on, V-Ray will discard the samples from the wrong side.

As a comparison, here is the same image rendered with the High irradiance map preset and Check sample visibility turned off.

 

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High irradiance map preset, Least squares fit
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High irradiance map preset, Delone triangulation
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The light leak effect is negligible in the left image and completely absent in the right one. This is because the High irradiance map preset will cause V-Ray to take additional samples at the base of the thin wall, thus decreasing the leaking effect. Using a non-blurry interpolation method (Delone triangulation) further limits this effect.

The conclusion is that turning on  Check sample visibility is only useful for low irradiance map settings. Also note that this option may not work very well for curved objects.

 

 

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