point cloud processing tool (Geomagic Inc)
90
Structured Review
Geomagic Inc
point cloud processing tool
Point Cloud Processing Tool, supplied by Geomagic Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/cloud+processing+tool/point+cloud+processing+tool/pmc10557943-124-2-0
Average 90 stars, based on 1 article reviews
Point Cloud Processing Tool, supplied by Geomagic Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/cloud+processing+tool/point+cloud+processing+tool/pmc10557943-124-2-0
Average 90 stars, based on 1 article reviews
point cloud processing tool - by Bioz Stars,
2026-11
90/100 stars
Images
Related Articles
other:Article Title: The analysis of the structural parameter influences on measurement errors in a binocular 3D reconstruction system: a portable 3D system Article Snippet: Article Title: A Simplified form of Grasselli's 3D Roughness Measure θ*max/(C + 1) Article Snippet: List of simples Aθ* Contact area ratio A0 The maximum possible contact area ratio C Roughness parameter characterizing the distribution of the apparent dip angles over the surface proposed by Grasselli (2001) θ* max Maximum apparent dip angle along the shear direction (°) θ* critical Critical apparent dip angle (°) θ* The apparent dip angle of each triangular unit along the shear direction (°) θ The dip angle of each triangular unit (°) n0 The outward normal vector of the shear plane n The outward normal vector of the triangular unit n1 The projection vector of n on the shear plane t The shear vector α Azimuth, the angle between n1 and t (°) A ∗ The initial contact area ratio, raised by Liu et al. (2017), the ratio between Aθ* and A0 fG(θ*) Grasselli’s cumulative distribution function of apparent dip angle (CDF) d1, d2 Particle diameter of sieve analysis f(d), f(d1), f(d2) Cumulative mass fraction of soil whose particle size greater than d, d1, d2, respectively Δf(d) Mass fraction of soil with particle size between d1 and d2 dθ* Leibniz’s notation, represents an infinitely small increment of θ* dAθ* An infinitely small increment of Aθ* corresponding to dθ* gG(θ) Grasselli’s probability density function of apparent dip angle (PDF) g(θ*) The actual density function of apparent dip angle fL(θ) Liu’s (2017) cumulative distribution function of apparent dip angle (CDF) ∗ Characteristics angle raised by Liu et al. (2017) (°) n Roughness parameter characterizing the distribution of apparent dip angles over the joint surface raised by Liu et al. (2017) gL(θ) Liu’s (2017) probability density function of apparent dip angle (PDF) E(θ*) The expected value of apparent dip angle facing the shear direction(°) R Roughness metric proposed by this study (°) JRC Joint roughness coefficient C′ Roughness metric raised by Tian et al. (2018) Z2 The root mean square of the first derivative of the profile SF The mean square of the first derivative of the profile Rp Roughness profile index * Yawu Zeng zengyw@whu.edu.cn Software:Article Title: Estimation of the Kinetic Coefficient of Friction of Asphalt Pavements Using the Top Topography Surface Roughness Power Spectrum Article Snippet: .. The original point cloud data of each surface included noise points, discrete points, and some points outside the scanning area, as shown in c. Therefore, the Article Title: Finite element simulation of mechanical properties of Rosa roxburghii under compression loading Article Snippet: Funding information Major Science and Technology Projects of Guizhou, Grant/Award Number: [2019]3003; Natural Science Foundation of Guizhou Province, Grant/Award Number: [2019]1233 Abstract It is very necessary to understand the mechanical properties of Rosa roxburghii fruit for harvesting, packaging, processing, transportation, storage, and related equipment design and improvement.. This research was to determine the mechanical properties of R. roxburghii fruits through compressive experiments and finite element simulations and to verify the accuracy of the finite element model.. In order to achieve finite element analysis, an accurate three-dimensional (3D) geometric model was reconstructed by applying 3D laser technology and point cloud reconstruction algorithm. |