In-Tree Point Cloud Quantization for Spatially Adaptive Compression
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Solution Overview
Problem
Point clouds captured by sensors like LIDAR systems and 3-D cameras contain large amounts of data, making storage and transmission costly and time-consuming, which limits their use in real-time applications.
Innovation Solution
A method involving a tree data structure is used to encode and compress point cloud data, where different quantization step sizes are applied to subsets of points based on their spatial isolation, reducing the data size and enabling efficient storage and transmission.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If point cloud data is stored and transmitted in full precision, then measurement precision is maintained, but storage cost and transmission time increase significantly
Solution Approach 1:
The patent applies different quantization step sizes to different subsets of points based on their spatial isolation characteristics. Spatially isolated points use a first quantization step size while non-isolated points use a second quantization step size, allowing optimized precision for each region rather than uniform precision throughout the entire point cloud
Solution Approach 2:
The patent changes the quantization parameter (step size) based on the spatial distribution characteristics of points. By detecting spatial isolation and adjusting the quantization step size accordingly, the system adapts the precision level to match the actual information content needed for different regions of the point cloud
2Measurement precision
If point cloud data is stored and transmitted in full precision, then measurement precision is maintained, but storage cost increases significantly
Solution Approach 1:
The patent applies different quantization step sizes to different subsets of points based on their spatial isolation characteristics. Spatially isolated points use a first quantization step size while non-isolated points use a second quantization step size, allowing optimized precision for each region rather than uniform precision throughout the entire point cloud
Solution Approach 2:
The patent changes the quantization parameter (step size) based on the spatial distribution characteristics of points. By detecting spatial isolation and adjusting the quantization step size accordingly, the system adapts the precision level to match the actual information content needed for different regions of the point cloud
3Device complexity
If uniform quantization is applied to all points, then processing complexity is reduced, but data compression efficiency decreases
Solution Approach 1:
The patent segments the point cloud into different subsets based on spatial isolation characteristics. By dividing points into spatially isolated and non-isolated groups, the system can apply different quantization strategies to each segment, improving overall compression efficiency while maintaining manageable processing complexity through systematic classification
Solution Approach 2:
The patent applies different quantization step sizes to different subsets of points based on their spatial isolation characteristics. Spatially isolated points use a first quantization step size while non-isolated points use a second quantization step size, allowing optimized precision for each region rather than uniform precision throughout the entire point cloud
Data Source
AI summary
An example device includes one or more processors, and memory storing instructions that when executed by the processors, cause the processors to receive points that represent a point cloud in three-dimensional space, and generate a data structure representing the point cloud. Generating the data structure includes encoding a position of each point in each dimension as a sequence of bits according to a tree data structure; partitioning each of the sequences into two or more portions according to a scaling depth; determining that a subset of the points is spatially isolated from a remainder of the points; quantizing each of the portions associated with the subset of the points according to a first quantization step size; quantizing each of the portions associated with the remainder of the points according to a second quantization step size; and including the quantized portions in the data structure.


