MPM-Based Angular Animation of Particles using Polar Decomposition Theory
نویسندگان
چکیده
In this paper, we propose a single framework based on the MPM(Material Point Method) that can represent dynamic angular motion of elementary particle unit. study, particles have various shapes while also describing linear and motion. As result, unlike other particle-based simulations, which only movements spherical (e.g. Circle, Sphere) particles, it is possible to express visually them. The proposed utilizes MPM, due fact rotational be decomposed derived from large deformation. During integration process presented technique, deformation gradient tensor by polar decomposition theory for extracting rotation tensor. By applying together with each particle, as simultaneously angluar itself. To verify method, show simulation rotating scattering in wind field, interaction(e.g. Collision) between moving object them comparing traditional MPM
منابع مشابه
Matrix Animation and Polar Decomposition
General 3×3 linear or 4×4 homogenous matrices can be formed by composing primitive matrices for translation, rotation, scale, shear, and perspective. Current 3-D computer graphics systems manipulate and interpolate parametric forms of these primitives to generate scenes and motion. For this and other reasons, decomposing a composite matrix in a meaningful way has been a longstanding challenge. ...
متن کاملsynthesis of amido alkylnaphthols using nano-magnetic particles and surfactants
we used dbsa and nano-magnetic for the synthesis of amido alkylnaphtols.
15 صفحه اولGA-Based Affine PPM Using Matrix Polar Decomposition
Point pattern matching (PPM) is an important problem in pattern recognition, digital video processing and computer vision. In this paper, novel and fast procedure based on Genetic Algorithm, for afine PPM is described. Most matching techniques solved the PPM problem by determining the correspondence between points localized spatially within two sets, then to get the proper transformation parame...
متن کاملRelativistic theory of particles with arbitrary intrinsic angular momentum ( ∗ )
As is well known, Dirac’s theory of the electron makes use of a four-component wave function. When slow movements are considered, two of the components acquire negligible values, while the remaining two, at least in a first approximation, satisfy the Schrödinger equation. In a similar fashion, a particle having intrinsic angular momentum s h 2π (s = 0, 12 , 1, 3 2 , . . .) is described in quant...
متن کاملGene Microarray Analysis Using Angular Distribution Decomposition
Clustering techniques have been widely used in the analysis of microarray data to group genes with similar expression profiles. The similarity of expression profiles and hence the results of clustering greatly depend on how the data has been transformed. We present a method that uses the relative expression changes between pairs of conditions and an angular transformation to define the similari...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: ????????????
سال: 2022
ISSN: ['2222-5250']
DOI: https://doi.org/10.15701/kcgs.2022.28.4.13