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more robust way of computing spatial decay slope
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Original file line number | Diff line number | Diff line change |
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function [spatialDecaySlope, spatialDecayFit, spatialDecayPoints, spatialDecayPoints_loc, estimatedUnitXY] = ... | ||
bc_getSpatialDecay(templateWaveforms, thisUnit, maxChannel, channelPositions, linearFit) | ||
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if linearFit % linear of fit of first 6 channels (at same X position). | ||
% In real, good units, these points decrease linearly sharply (and, in further away channels they then decrease exponentially). | ||
% In noise artefacts they are mostly flat. | ||
channels_withSameX = find(channelPositions(:, 1) <= channelPositions(maxChannel, 1)+33 & ... | ||
channelPositions(:, 1) >= channelPositions(maxChannel, 1)-33); % for 4 shank probes | ||
if numel(channels_withSameX) >= 5 | ||
if find(channels_withSameX == maxChannel) > 5 | ||
channels_forSpatialDecayFit = channels_withSameX( ... | ||
find(channels_withSameX == maxChannel):-1:find(channels_withSameX == maxChannel)-5); | ||
else | ||
channels_forSpatialDecayFit = channels_withSameX( ... | ||
find(channels_withSameX == maxChannel):1:min(find(channels_withSameX == maxChannel)+5, size(channels_withSameX, 1))); | ||
end | ||
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% get maximum value %QQ could we do value at detected trough is peak | ||
% waveform? | ||
spatialDecayPoints = max(abs(squeeze(templateWaveforms(thisUnit, :, channels_forSpatialDecayFit)))); | ||
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estimatedUnitXY = channelPositions(maxChannel, :); | ||
relativePositionsXY = channelPositions(channels_forSpatialDecayFit, :) - estimatedUnitXY; | ||
channelPositions_relative = sqrt(nansum(relativePositionsXY.^2, 2)); | ||
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[~, sortexChanPosIdx] = sort(channelPositions_relative); | ||
spatialDecayPoints_norm = spatialDecayPoints(sortexChanPosIdx); | ||
spatialDecayPoints_loc = channelPositions_relative(sortexChanPosIdx); | ||
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% normalize spatial decay points | ||
spatialDecayPoints_norm = spatialDecayPoints_norm ./ max(spatialDecayPoints_norm); | ||
% linear fit | ||
spatialDecayFit = polyfit(spatialDecayPoints_loc, spatialDecayPoints_norm', 1); % fit first order polynomial to data. first output is slope of polynomial, second is a constant | ||
spatialDecaySlope = spatialDecayFit(1); | ||
if length(spatialDecayPoints) < 6 | ||
if length(spatialDecayPoints) > 1 | ||
spatialDecayPoints = [spatialDecayPoints_norm, nan(21-length(spatialDecayPoints_norm),1)]; | ||
else | ||
spatialDecayPoints = [spatialDecayPoints_norm; nan(21-length(spatialDecayPoints_norm),1)]; | ||
end | ||
end | ||
else | ||
warning('No other good channels with same x location') | ||
spatialDecayFit = NaN; | ||
spatialDecaySlope = NaN; | ||
spatialDecayPoints = nan(1, 6); | ||
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end | ||
else % not yet implemented. exponential fit? | ||
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end | ||
end |
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