'Fixed axis' presentation slideshows

Kinematics of Rigid Bodies

Kinematics of Rigid Bodies. Contents. Absolute and Relative Acceleration in Plane Motion Analysis of Plane Motion in Terms of a Parameter Sample Problem 15.6 Sample Problem 15.7 Sample Problem 15.8 Rate of Change With Respect to a Rotating Frame Coriolis Acceleration Sample Problem 15.9

1.67k views • 106 slides

863 views • 85 slides

Kinematics of Rigid Bodies

Kinematics of Rigid Bodies. Contents. Absolute and Relative Acceleration in Plane Motion Analysis of Plane Motion in Terms of a Parameter Sample Problem 15.6 Sample Problem 15.7 Sample Problem 15.8 Rate of Change With Respect to a Rotating Frame Coriolis Acceleration Sample Problem 15.9

1.15k views • 64 slides

Kinematics of Rigid Bodies

Kinematics of Rigid Bodies. Contents. Absolute and Relative Acceleration in Plane Motion Analysis of Plane Motion in Terms of a Parameter Sample Problem 15.6 Sample Problem 15.7 Sample Problem 15.8 Rate of Change With Respect to a Rotating Frame Coriolis Acceleration Sample Problem 15.9

736 views • 59 slides

Kinematics of Rigid Bodies

Kinematics of Rigid Bodies. Contents. Absolute and Relative Acceleration in Plane Motion Sample Problem 15.6 Sample Problem 15.7 Sample Problem 15.8 Rate of Change With Respect to a Rotating Frame Coriolis Acceleration Sample Problem 15.9 Sample Problem 15.10. Introduction Translation

1.05k views • 52 slides

All figures taken from Vector Mechanics for Engineers: Dynamics , Beer and Johnston, 2004

ENGR 214 Chapter 15 Kinematics of Rigid Bodies. All figures taken from Vector Mechanics for Engineers: Dynamics , Beer and Johnston, 2004. translation :. rectilinear translation. curvilinear translation. rotation about a fixed axis. general plane motion. motion about a fixed point.

1.03k views • 45 slides

PLANAR KINETIC EQUATIONS OF MOTION (Section 17.2)

PLANAR KINETIC EQUATIONS OF MOTION (Section 17.2). We will limit our study of planar kinetics to rigid bodies that are symmetric with respect to a fixed reference plane.

497 views • 44 slides

CHAPTER 9

CHAPTER 9. CENTER OF GRAVITY and CENTROID. OBJECTIVES. Concept of the center of gravity, center of mass, and the centroid. Determine the location of the center of gravity and centroid for a system of discrete particles and a body of arbitrary shape. CHAPTER OUTLINE. Center of gravity.

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457 views • 27 slides

PLANAR RIGID BODY MOTION: TRANSLATION & ROTATION

406 views • 25 slides

Chapter 5 Planar Kinematics of a Rigid Body

271 views • 23 slides

Chapter 12 Rotation of a Rigid Body

Chapter 12 Rotation of a Rigid Body. 12.1 Rotational Motion 12.2 Center of Mass 12.3 Rotational energy 12.4 Moment of Inertia 12.5 Torque 12.6 Rotational dynamics 12.7 Rotation about a fixed axis 12.8 *Rigid-body equilibrium 12.9 Rolling Motion.

745 views • 19 slides

194 views • 19 slides

THREE-DIMENSIONAL KINEMATICS OF RIGID BODIES

THREE-DIMENSIONAL KINEMATICS OF RIGID BODIES. 1. TRANSLATION. remains constant and therefore its time derivative is zero. Thus, all points in the body have the same velocity and the same acceleration. 2. FIXED-AXIS ROTATION.

409 views • 16 slides

THREE-DIMENSIONAL KINEMATICS OF RIGID BODIES

THREE-DIMENSIONAL KINEMATICS OF RIGID BODIES. 1. TRANSLATION. remains constant and therefore its time derivative is zero. Thus, all points in the body have the same velocity and the same acceleration. 2. FIXED-AXIS ROTATION.

549 views • 16 slides

Torque and the vector product

1.09k views • 14 slides

Direct analogies between (linear) translational and rotational motion:

Direct analogies between (linear) translational and rotational motion: Quantity or Principle Linear Rotation Position x ? Velocity v ? Acceleration a ? Inertia (resistance to mass ( m ) moment of

153 views • 9 slides

Direct analogies between (linear) translational and rotational motion:

Direct analogies between (linear) translational and rotational motion: Quantity or Principle Linear Rotation Position x ? Velocity v ? Acceleration a ? Inertia (resistance to mass ( m ) moment of

143 views • 8 slides

Direct analogies between (linear) translational and rotational motion:

Direct analogies between (linear) translational and rotational motion: Quantity or Principle Linear Rotation Position x ? Velocity v ? Acceleration a ? Inertia (resistance to mass ( m ) moment of

65 views • 6 slides