Layout code for radial menu complete.
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@@ -3,28 +3,30 @@
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void URadialMenu::Configure(int32 NItems, float ItemHeight, float InnerRadius, float MinSpoke, float Spread)
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{
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CNItems = NItems;
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CItemHeight = ItemHeight;
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CInnerRadius = InnerRadius;
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CMinSpoke = MinSpoke;
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CSpread = Spread;
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CNumRight = (NItems / 2);
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CNumLeft = NItems - CNumRight;
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NumRight = (NItems / 2);
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NumLeft = NItems - NumRight;
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Items.SetNum(NItems);
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LeftItems = View(Items.GetData(), CNumLeft);
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RightItems = View(Items.GetData() + CNumLeft, CNumRight);
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View LeftItems(Items.GetData(), NumLeft);
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View RightItems(Items.GetData() + NumLeft, NumRight);
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CalculateSpokes(LeftItems, ItemHeight, InnerRadius, MinSpoke);
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CalculateSpokes(RightItems, ItemHeight, InnerRadius, MinSpoke);
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double LeftWidth = WidestSpoke(LeftItems);
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double RightWidth = WidestSpoke(RightItems);
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double HalfWidth = FMath::Max(LeftWidth, RightWidth) + Spread;
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CalculateSpread(LeftItems, HalfWidth - LeftWidth);
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CalculateSpread(RightItems, HalfWidth - RightWidth);
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CalculateSide(LeftItems);
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CalculateSide(RightItems);
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FlipHorizontal(LeftItems);
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}
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FVector2D URadialMenu::PieSliceToVector(double Slice, double Slices)
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FVector2D URadialMenu::SpokeVector(int32 I, int32 NSide, int32 NTotal)
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{
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double HalfRevolutions = (Slice + 0.5) / Slices;
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double Radians = (HalfRevolutions * UE_PI);
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double SpokeAngle = 1.0 / NTotal;
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double OffsetAngle = 0.5 * (0.5 - ((NSide - 1) * SpokeAngle));
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double Revolutions = (I * SpokeAngle) + OffsetAngle;
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double Radians = (Revolutions * 2.0 * UE_PI);
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return FVector2D(FMath::Sin(Radians), -FMath::Cos(Radians));
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}
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@@ -39,48 +41,63 @@ void URadialMenu::FlipHorizontal(View V)
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}
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}
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void URadialMenu::CalculateSide(View V)
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double URadialMenu::WidestSpoke(View V)
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{
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// Point1 is simple. RightSide is always initialized to
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// true, it may get reversed in FlipHorizontal.
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double Result = 0.0;
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for (const FRadialMenuItem &Item : V)
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{
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Result = FMath::Max(Item.Point2.X, Result);
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}
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return Result;
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}
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void URadialMenu::CalculateSpread(View V, double Offset)
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{
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for (FRadialMenuItem &Item : V)
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{
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Item.Point3 = Item.Point2 + FVector2D(Offset, 0.0);
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}
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}
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void URadialMenu::CalculateSpokes(View V, float ItemHeight, float InnerRadius, float MinSpoke)
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{
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if (V.Num() == 0) return;
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// RightSide is always initialized to true, it may get
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// reversed by FlipHorizontal.
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for (int32 I = 0; I < V.Num(); I++)
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{
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V[I].RightSide = true;
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V[I].Point1 = PieSliceToVector(I, V.Num()) * CInnerRadius;
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V[I].Point1 = SpokeVector(I, V.Num(), Items.Num()) * InnerRadius;
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}
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// Calculate point2 for all spokes.
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double NextLineMin = CItemHeight * 0.5;
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double NextLineMin = ItemHeight * 0.5;
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int32 Mid = (V.Num() / 2);
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if (V.Num() & 1)
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{
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V[Mid].Point2 = FVector2D(CInnerRadius + CMinSpoke, 0.0);
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NextLineMin = CItemHeight;
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V[Mid].Point2 = FVector2D(InnerRadius + MinSpoke, 0.0);
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NextLineMin = ItemHeight;
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Mid += 1;
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}
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for (int32 I = Mid; I < V.Num(); I++)
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{
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FVector2D UnitVec = PieSliceToVector(I, V.Num());
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double Y = (UnitVec.Y * (CInnerRadius + CMinSpoke));
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FVector2D UnitVec = SpokeVector(I, V.Num(), Items.Num());
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double Y = (UnitVec.Y * (InnerRadius + MinSpoke));
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if (Y < NextLineMin) Y = NextLineMin;
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NextLineMin = Y + CItemHeight;
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NextLineMin = Y + ItemHeight;
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FVector2D Point2 = UnitVec * (Y / UnitVec.Y);
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V[I].Point2 = Point2;
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V[V.Num() - I].Point2 = Point2 * FVector2D(1.0,-1.0);
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V[V.Num() - 1 - I].Point2 = Point2 * FVector2D(1.0,-1.0);
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}
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// The rule we use for calculating point2 may result in
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// a very short horizontal spoke. If so, fix it.
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// The middle spoke is calculated using a different formula,
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// which may result in a short spoke. If so, fix it to make
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// it at least as long as the adjacent spoke.
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if ((V.Num() & 1) && (V.Num() >= 3))
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{
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Mid = V.Num() / 2;
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if (V[Mid].Point2.X < V[Mid + 1].Point2.X)
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V[Mid].Point2.X = V[Mid + 1].Point2.X;
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}
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// Calculate Point3.
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for (int32 I = 0; I < V.Num(); I++)
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{
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V[I].Point3 = V[I].Point2 + FVector2D(CSpread, 0.0);
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}
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}
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@@ -30,31 +30,48 @@ public:
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void Configure(int32 NItems, float ItemHeight, float InnerRadius, float MinSpoke, float Spread);
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UFUNCTION(BlueprintCallable)
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int32 NumItems() const { return Items.Num(); }
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int32 LeftNum() const { return NumLeft; }
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UFUNCTION(BlueprintCallable)
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int32 RightNum() const { return NumRight; }
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UFUNCTION(BlueprintCallable)
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const TArray<FRadialMenuItem> GetItems() const { return Items; }
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TArray<FRadialMenuItem> Items;
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private:
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using View = TArrayView<FRadialMenuItem>;
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void CalculateSide(View V);
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// Give the unit vector for the selected spoke. NSide is
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// the number of spokes on the side of the wheel that
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// we're calculating, and NTotal is the total number of
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// spokes on both sides. The spokes on a given side are
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// organized top-to-bottom, and the angle between the
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// spokes is always equal to (1/NTotal) of the circle.
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FVector2D SpokeVector(int32 I, int32 NSide, int32 NTotal);
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// Populate Point1 and Point2, these are the
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// endpoints of the spoke segment. Spokes are
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// designed to always be long enough to make room
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// for MinSpoke, but also to make enough room to
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// keep the menu items from overlapping.
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void CalculateSpokes(View V, float ItemHeight, float InnerRadius, float MinSpoke);
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// Search for the widest spoke, and return its X coordinate.
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double WidestSpoke(View V);
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// Populate Point3, this is the endpoint of the spread
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// line that goes horizontal.
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void CalculateSpread(View V, double Offset);
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// Flip everything in the specified view horizontally.
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void FlipHorizontal(View V);
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// The half-circle is divided into pie slices. Returns a direction vector
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// which aims directly down the center of the pie slice.
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FVector2D PieSliceToVector(double Slice, double Slices);
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int32 CNItems = 0;
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float CItemHeight = 0;
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float CInnerRadius = 0;
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float CMinSpoke = 0;
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float CSpread = 0;
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int32 CNumLeft = 0;
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int32 CNumRight = 0;
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View LeftItems;
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View RightItems;
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// The array of items.
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TArray<FRadialMenuItem> Items;
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// Number of items on the left, and on the right.
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int32 NumLeft = 0;
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int32 NumRight = 0;
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};
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