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Dim cartographicLineSymbol As ICartographicLineSymbol= New CartographicLineSymbolClassĬartographicLineSymbol.Cap=esriLineCapStyle.esriLCSButt 'Set the line symbol used to draw the grid. Dim color As IColor= New RgbColorClassĬolor.RGB=&HBBBBBB ' -> Gray. MapGrid.Name= "Map Grid" 'Create a color. Dim mapGrid As IMapGrid= New GraticuleClass
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Public Sub CreateGrid( ByVal activeView As IActiveView, ByVal pageLayout As IPageLayout) Use cartographic line symbols so the grids lines have square butts.
OCCUPANCY GRID MAPPING VB CODE HOW TO
The following code example shows how to create a custom grid by code, modify its properties and labeling, and add it the map frame. IMapGrids mapGrids=mapFrame as IMapGrids IMapFrame mapFrame=frameElement as IMapFrame
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IFrameElement frameElement=graphicsContainer.FindFrame(map) IGraphicsContainer graphicsContainer=pageLayout as IGraphicsContainer Public Sub FindMapGrid( ByVal activeView As IActiveView, ByVal pageLayout As IPageLayout)ĭim graphicsContainer As IGraphicsContainer= Tr圜ast(pageLayout, IGraphicsContainer)ĭim frameElement As IFrameElement=graphicsContainer.FindFrame(map)ĭim mapFrame As IMapFrame= Tr圜ast(frameElement, IMapFrame)ĭim mapGrids As IMapGrids= Tr圜ast(mapFrame, IMapGrids)Įnd If End Sub public void FindMapGrid(IActiveView activeView, IPageLayout pageLayout) The MapFrame coclass has an IMapGrids interface where you can get to all map grids for that data frame.
OCCUPANCY GRID MAPPING VB CODE FULL
This course will give you the ability to construct a full self-driving planning solution, to take you from home to work while behaving like a typical driving and keeping the vehicle safe at all times.įor the final project in this course, you will implement a hierarchical motion planner to navigate through a sequence of scenarios in the CARLA simulator, including avoiding a vehicle parked in your lane, following a lead vehicle and safely navigating an intersection. You'll also build occupancy grid maps of static elements in the environment and learn how to use them for efficient collision checking. By the end of this course, you will be able to find the shortest path over a graph or road network using Dijkstra's and the A* algorithm, use finite state machines to select safe behaviors to execute, and design optimal, smooth paths and velocity profiles to navigate safely around obstacles while obeying traffic laws. This course will introduce you to the main planning tasks in autonomous driving, including mission planning, behavior planning and local planning. Welcome to Motion Planning for Self-Driving Cars, the fourth course in University of Toronto’s Self-Driving Cars Specialization.
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