Update dependencies for the new rotMat3d.m function

Utilities/Geometries/MATLAB/Functions/rcvGeo.m

@@ -3,7 +3,7 @@
 % Author: Achilles Kappis
 % e-mail: axilleaz@protonmail.com
 %
-% Date: 15/07/2024 (DD/MM/YYYY)
+% Date: 16/07/2024 (DD/MM/YYYY)
 %
 % Copyright: MIT
 % --------------------------------------------------
@@ -219,6 +219,8 @@
 % --------------------------------------------------
 % Notes
 % 
+% - Dependencies: rotMat3d() to rotate the configurations
+% 
 % --------------------------------------------------
 function [omniPos, fig8Pos, triPos, boxPos, box2DPos, tetPos, fig8Vec, triangleVec, boxVec, box2DVec, tetVec] = rcvGeo(gType, nSens, elemDist, dmaElemDist, xOff, yOff, zOff)
     % ====================================================
@@ -371,7 +373,7 @@ function [omniPos, fig8Pos, triPos, boxPos, box2DPos, tetPos, fig8Vec, triangleV
 
         switch lower(gType)
             case "ula"
-                % Rotate the tetrahedrals on the positive side of they-axis
+                % Rotate the tetrahedrals on the positive side of the y-axis
                 rotIdx = sum(omniPos(:, 1) > 0); % Calculate how many tetrahedrals we have to rotate
 
                 % Go through the tetrahedrals
@@ -384,7 +386,7 @@ function [omniPos, fig8Pos, triPos, boxPos, box2DPos, tetPos, fig8Vec, triangleV
                     end
 
                     % Rotate and position
-                    tetPos(measPosIdx, :, :) = omniPos(measPosIdx, :) + tempPos * rotMat3dDeg(0, 0, rot);
+                    tetPos(measPosIdx, :, :) = omniPos(measPosIdx, :) + tempPos * rotMat3d(0, 0, rot, "Deg");
                 end
             case "uca"
                 % Get the angle of the positions on the circle
@@ -392,10 +394,10 @@ function [omniPos, fig8Pos, triPos, boxPos, box2DPos, tetPos, fig8Vec, triangleV
                 
                 % Rotate and position tetrahedrals
                 for measPosIdx = numel(az):-1:1
-                    tetPos(measPosIdx, :, :) = omniPos(measPosIdx, :) + tempPos * rotMat3dDeg(0, 0, -az(measPosIdx));
+                    tetPos(measPosIdx, :, :) = omniPos(measPosIdx, :) + tempPos * rotMat3d(0, 0, -az(measPosIdx), "Deg");
                 end
             case "single"
-                tetPos = omniPos + tempPos * rotMat3dDeg(30, 30, 0);
+                tetPos = omniPos + tempPos * rotMat3d(30, 30, 0, "Deg");
         end
         
         if ~strcmpi(gType, "Single")

Utilities/Geometries/MATLAB/Functions/srcGeo.m

@@ -3,7 +3,7 @@
 % Author: Achilles Kappis
 % e-mail: axilleaz@protonmail.com
 %
-% Date: 24/02/2024 (DD/MM/YYYY)
+% Date: 16/07/2024 (DD/MM/YYYY)
 %
 % Copyright: MIT
 % --------------------------------------------------
@@ -103,7 +103,7 @@
 % 
 % Dependencies: - ptsOnSphere(): For the calculation of the "Diffuse" and
 %                                "Directional" geometry source positions.
-%               - rotMat3dDeg(): To rotate the source configurations.
+%               - rotMat3d(): To rotate the source configurations.
 % 
 % --------------------------------------------------
 function [sPos, Q, domIdx] = srcGeo(gType, srcLen, originDist, ang, nSrc, azim, elev, SNR)
@@ -196,11 +196,11 @@ function [sPos, Q, domIdx] = srcGeo(gType, srcLen, originDist, ang, nSrc, azim,
         if nSrc ~= 0
             switch lower(gType)
                 case {"anti-causal", "anticausal"}
-                    sPos = sPos * rotMat3dDeg(0, 0, 180); % Rotate 180 degrees (clockwise)
+                    sPos = sPos * rotMat3d(0, 0, 180, "Degs"); % Rotate 180 degrees (clockwise)
                 case "side"
-                    sPos = sPos * rotMat3dDeg(0, 0, 90); % Rotate 90 degrees (clockwise)
+                    sPos = sPos * rotMat3d(0, 0, 90, "Degs"); % Rotate 90 degrees (clockwise)
                 case "diagonal"
-                    sPos = rotMat3dDeg(0, 0, -90 + ang) * sPos.'; % Rotate specified degrees (clockwise)
+                    sPos = rotMat3d(0, 0, -90 + ang, "Degs") * sPos.'; % Rotate specified degrees (clockwise)
                     sPos = sPos.';
             end
         end

Utilities/Geometries/MATLAB/Functions/virtMicGeo.m

@@ -3,7 +3,7 @@
 % Author: Achilles Kappis
 % e-mail: axilleaz@protonmail.com
 %
-% Date: 12/07/2024 (DD/MM/YYYY)
+% Date: 16/07/2024 (DD/MM/YYYY)
 %
 % Copyright: MIT
 % --------------------------------------------------
@@ -72,7 +72,7 @@
 % --------------------------------------------------
 % Notes
 % 
-% - Dependencies: rotMat3dDeg(): To rotate sources.
+% - Dependencies: rotMat3d(): To rotate sources.
 % 
 % - The position of the geometry is calculated like this: First the
 %   geometry is placed on the x-y plane, then rotated to match the
@@ -197,15 +197,15 @@ function [vPos, vPosMesh] = virtMicGeo(gType, xLen, xOff, yOff, zOff, nSens, ori
     % Rotate
     if ~strcmpi(gType, "Cube")
         if isnumeric(orient)
-            vPos = vPos * rotMat3dDeg(0, 0, -orient);
+            vPos = vPos * rotMat3d(0, 0, -orient, "Degs");
         elseif strcmpi(orient, "XZ")
             if strcmpi(gType, "array")
-                vPos = vPos * rotMat3dDeg(0, 0, 90);
+                vPos = vPos * rotMat3d(0, 0, 90, "Degs");
             else
-                vPos = vPos * rotMat3dDeg(90, 0, 0);
+                vPos = vPos * rotMat3d(90, 0, 0, "Degs");
             end
         elseif strcmpi(orient, "YZ")
-            vPos = vPos * rotMat3dDeg(0, 90, 0);
+            vPos = vPos * rotMat3d(0, 90, 0, "Degs");
         end
     end