We expressed the higher-order velocities, accelerations, and poles under the one-parameter planar hyperbolic motions and their inverse motions. The higher-order accelerations and poles are also presented by considering the rotation angle φ as a parameter of the motion and its inverse motion
The superposition principle, when applicable in the kinematic analysis of a mechanism, makes it poss...
We present a new method for describing the kinematics of the rotational motion of a rigid body. The ...
AbstractFollowing a brief review of the history of the link between Einstein’s velocity addition law...
In [10] one-parameter planar motion was first introduced and the relations between absolute, relativ...
We investigate the kinematics of the motion of an observer with constant proper acceleration (relati...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...
The velocity of a moving point in a general path is the vector quantity, which has both magnitude an...
In this contribution the higher order analyses equations for a kinematic chain are deduced by succes...
In single-degree-of-freedom (DOF)mechanisms, velocity coefficients (VCs)and their 1st derivative wit...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
In the present paper, a novel analytical technique to obtain higher-order approximate solutions for ...
In the present paper, a novel analytical technique to obtain higher-order approximate solutions for ...
In the literature, velocity coefficients (VCs) and acceleration coefficients (ACs) were substantiall...
A technique for analysis of second order properties of planar two-degree-of-freedom mechanisms has b...
The higher derivatives of motion are rarely discussed in the teaching of classical mechanics of rigi...
The superposition principle, when applicable in the kinematic analysis of a mechanism, makes it poss...
We present a new method for describing the kinematics of the rotational motion of a rigid body. The ...
AbstractFollowing a brief review of the history of the link between Einstein’s velocity addition law...
In [10] one-parameter planar motion was first introduced and the relations between absolute, relativ...
We investigate the kinematics of the motion of an observer with constant proper acceleration (relati...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...
The velocity of a moving point in a general path is the vector quantity, which has both magnitude an...
In this contribution the higher order analyses equations for a kinematic chain are deduced by succes...
In single-degree-of-freedom (DOF)mechanisms, velocity coefficients (VCs)and their 1st derivative wit...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
In the present paper, a novel analytical technique to obtain higher-order approximate solutions for ...
In the present paper, a novel analytical technique to obtain higher-order approximate solutions for ...
In the literature, velocity coefficients (VCs) and acceleration coefficients (ACs) were substantiall...
A technique for analysis of second order properties of planar two-degree-of-freedom mechanisms has b...
The higher derivatives of motion are rarely discussed in the teaching of classical mechanics of rigi...
The superposition principle, when applicable in the kinematic analysis of a mechanism, makes it poss...
We present a new method for describing the kinematics of the rotational motion of a rigid body. The ...
AbstractFollowing a brief review of the history of the link between Einstein’s velocity addition law...