When the angular velocity vector of rigid body in the plane motion unequal to zero, we can certainly find a point which instantaneous acceleration equal to zero at that particular instant. The point is named instantaneous center of zero acceleration. We proved the existence of the point and obtained the location of the point. We could solve mechanical problem quickly using instantaneous center of acceleration as base point
equivalent central acceleration Assuming that the theory for differential geometry of curve is corre...
[EN] This paper proposes a variation of the instantaneous helical pivot technique for locating cente...
We analyze the two-dimensional motion of a rigid body due to a constant torque generated by a force ...
This paper explores the straight movement and a method conditionally marked 1/ω2 in which accelerati...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
The velocity of a moving point in a general path is the vector quantity, which has both magnitude an...
One of the oldest intuitions of kinematics is that when a plane lamina moves with one degree of free...
This study focuses on one dimensional motion of an object moving along an inclined plane under the i...
new method for determining the location of the instantaneous axis of rotation during human movements...
International audienceIn this paper is proposed a vectorial equation that relates the absolute pole ...
The instant centers of velocity (ICs) of most planar mechanisms can be determined as the intersectio...
In spherical mechanisms (SMs), instantaneous pole axes (IPAs) play the same role as instant centres ...
Post-PrintIn this paper is proposed a vectorial equation that relates the absolute pole velocities o...
This paper explains the relationship between two existing representations of rigid-body acceleration...
Many even complex machines employ single-dof planar mechanisms. The instantaneous kinematics of plan...
equivalent central acceleration Assuming that the theory for differential geometry of curve is corre...
[EN] This paper proposes a variation of the instantaneous helical pivot technique for locating cente...
We analyze the two-dimensional motion of a rigid body due to a constant torque generated by a force ...
This paper explores the straight movement and a method conditionally marked 1/ω2 in which accelerati...
This work re-examines some classical results in the kinematics of points in space using modern vecto...
The velocity of a moving point in a general path is the vector quantity, which has both magnitude an...
One of the oldest intuitions of kinematics is that when a plane lamina moves with one degree of free...
This study focuses on one dimensional motion of an object moving along an inclined plane under the i...
new method for determining the location of the instantaneous axis of rotation during human movements...
International audienceIn this paper is proposed a vectorial equation that relates the absolute pole ...
The instant centers of velocity (ICs) of most planar mechanisms can be determined as the intersectio...
In spherical mechanisms (SMs), instantaneous pole axes (IPAs) play the same role as instant centres ...
Post-PrintIn this paper is proposed a vectorial equation that relates the absolute pole velocities o...
This paper explains the relationship between two existing representations of rigid-body acceleration...
Many even complex machines employ single-dof planar mechanisms. The instantaneous kinematics of plan...
equivalent central acceleration Assuming that the theory for differential geometry of curve is corre...
[EN] This paper proposes a variation of the instantaneous helical pivot technique for locating cente...
We analyze the two-dimensional motion of a rigid body due to a constant torque generated by a force ...