Add to ORKGAbstract: In this paper, the kinetic energy formula was expressed during one-parameter closed planar homothetic motions in complex plane. Then the relation between the kinetic energy formula and the Steiner formula was given. As an example the sagittal motion of a winch was considered. This motion was described by a double hinge consisting of the fixed control panel of winch and the moving arm of winch. The results were applied to experimentally measured motion. AMS Subject Classification: 53A17, 70B1
Multibody mechanical systems (i.e., serial, and parallel robots) have a wide range of applications i...
We develop a new general code to automatically derive exact analytical kinetic energy operators in t...
In this study, we give the Cauchy-length formula for the homothetic motions in generalized complex p...
The Steiner area formula and the polar moment of inertia were expressed during one-parameter closed ...
In [10] one-parameter planar motion was first introduced and the relations between absolute, relativ...
AbstractThis brief note expanding on one aspect of paper [1], which deals with the complex number fo...
This brief note expanding on one aspect of paper [1], which deals with the complex number form of Eu...
In the report long-term experience of the authors on development of algorithms and automation of a r...
To reveal the relationship between the center of mass (CoM) trajectory of a closed five-bow-shaped-b...
The work is an attempt to transfer a structure from Euclidean plane (pure geometrical) under the ...
Muller (1978), in the Euclidean plane E-2 introduced the one parameter planar motions and obtained t...
The purpose of the note is to relate Kirchhoff\u2019s equations with Euler\u2019s equations of rigid...
The goal of this work is to point out some important facts in formulas for kinetic energy and moment...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...
We develop a new general code to automatically derive exact analytical kinetic energy operators in t...
Multibody mechanical systems (i.e., serial, and parallel robots) have a wide range of applications i...
We develop a new general code to automatically derive exact analytical kinetic energy operators in t...
In this study, we give the Cauchy-length formula for the homothetic motions in generalized complex p...
The Steiner area formula and the polar moment of inertia were expressed during one-parameter closed ...
In [10] one-parameter planar motion was first introduced and the relations between absolute, relativ...
AbstractThis brief note expanding on one aspect of paper [1], which deals with the complex number fo...
This brief note expanding on one aspect of paper [1], which deals with the complex number form of Eu...
In the report long-term experience of the authors on development of algorithms and automation of a r...
To reveal the relationship between the center of mass (CoM) trajectory of a closed five-bow-shaped-b...
The work is an attempt to transfer a structure from Euclidean plane (pure geometrical) under the ...
Muller (1978), in the Euclidean plane E-2 introduced the one parameter planar motions and obtained t...
The purpose of the note is to relate Kirchhoff\u2019s equations with Euler\u2019s equations of rigid...
The goal of this work is to point out some important facts in formulas for kinetic energy and moment...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...
We develop a new general code to automatically derive exact analytical kinetic energy operators in t...
Multibody mechanical systems (i.e., serial, and parallel robots) have a wide range of applications i...
We develop a new general code to automatically derive exact analytical kinetic energy operators in t...
In this study, we give the Cauchy-length formula for the homothetic motions in generalized complex p...