Physically Motivated Model of a Painting Brush for Robotic Painting and Calligraphy
A Karimov, M Strelnikov, S Mazin, D Goryunov… - Robotics, 2024 - mdpi.com
Robot artistic painting and robot calligraphy do require brush models for brushstroke
simulation and painting robot control. One of the main features of the brush is its compliance …
simulation and painting robot control. One of the main features of the brush is its compliance …
[HTML][HTML] Vibration modes of the Euler–Bernoulli beam equation with singularities
We consider the time dependent Euler–Bernoulli beam equation with discontinuous and
singular coefficients. Using an extension of the Hörmander product of distributions with non …
singular coefficients. Using an extension of the Hörmander product of distributions with non …
Stochastic parabolic equations with singular potentials
In this work we consider a class of stochastic parabolic equations with singular space
depending potential, random driving force and random initial condition. For the analysis of …
depending potential, random driving force and random initial condition. For the analysis of …
The Euler-Bernoulli equation with distributional coefficients and forces
R Blommaert, S Lazendić, L Oparnica - Computers & Mathematics with …, 2022 - Elsevier
In this work we investigate a very weak solution to the initial-boundary value problem of an
Euler-Bernoulli beam model. We allow for bending stiffness, axial-and transversal forces as …
Euler-Bernoulli beam model. We allow for bending stiffness, axial-and transversal forces as …
Generalized solutions for the Euler–Bernoulli model with Zener viscoelastic foundations and distributional forces
We study the initial-boundary value problem for an Euler–Bernoulli beam model with
discontinuous bending stiffness laying on a viscoelastic foundation and subjected to an axial …
discontinuous bending stiffness laying on a viscoelastic foundation and subjected to an axial …
[HTML][HTML] Ordinary differential equations with point interactions: An inverse problem
Given a linear ordinary differential equation (ODE) on R and a set of interface conditions at a
finite set of points I⊂ R, we consider the problem of determining another differential …
finite set of points I⊂ R, we consider the problem of determining another differential …
Ordinary differential equations with singular coefficients: an intrinsic formulation with applications to the Euler–Bernoulli beam equation
We study a class of linear ordinary differential equations (ODEs) with distributional
coefficients. These equations are defined using an intrinsic multiplicative product of …
coefficients. These equations are defined using an intrinsic multiplicative product of …
[PDF][PDF] Multiplication of distributions
R Blommaert - libstore.ugent.be
The theory of distributions has shown over time its importance and has numerous
applications in science and engineering. Specifically the fields of partial differential …
applications in science and engineering. Specifically the fields of partial differential …