'Rectangular components' diaporamas de présentation

Dynamics 61211

Dynamics 61211. Objectives: Developing student abilities in understanding and solving dynamic problems related to particles, rigid bodies and vibrations. Course content. Kinematics of a particle: chapter 12 ( all sections except 12.8)

1.37k views • 83 slides

Chapter 3: Dynamic Response

Chapter 3: Dynamic Response. Part B: Dynamic Response versus the Pole and Zero Locations . B1. Introduction. The most important characteristic of the dynamic response is absolute stability , that is, whether the system is stable or unstable . A system is:

1.71k views • 64 slides

Physics Subject Area Test

Physics Subject Area Test. MECHANICS: KINEMATICS. Motion in One DImension. To simplify the concept of motion, we will first consider motion that takes place in one direction. One example is the motion of a commuter train on a straight track .

943 views • 63 slides

Chapter 3 Rigid Bodies : Equivalent Systems of Forces

Chapter 3 Rigid Bodies : Equivalent Systems of Forces. Introduction. In previous lessons, the bodies were assumed to be particles. . Actually the bodies are a combination of a large number of particles. . body . particle . Introduction.

909 views • 50 slides

CHAPTER 11

751 views • 49 slides

Rigid Bodies: Equivalent Systems of Forces

1.65k views • 48 slides

IOT POLY ENGINEERING

490 views • 40 slides

REVIEW

Trigonometry and Vectors. REVIEW. Common triangles in Geometry and Trigonometry. You must memorize these triangles. 45 o. 60 o. 2. 1. 1. 30 o. 45 o. 1. 2. 3. Trigonometry and Vectors. REVIEW. Common triangles in Geometry and Trigonometry. 5. 3. 4. 1. Trigonometry and Vectors.

478 views • 39 slides

Statics of Particles

Statics of Particles. Contents. Introduction Resultant of Two Forces Vectors Addition of Vectors Resultant of Several Concurrent Forces Sample Problem 2.1 Sample Problem 2.2 Rectangular Components of a Force: Unit Vectors Addition of Forces by Summing Components. Sample Problem 2.3

480 views • 32 slides

465 views • 25 slides

MAE_242_Lec3.ppt-Engineering Mechanic - Dynamic

MAE_242_Lec3.ppt-Engineering Mechanic - Dynamic

503 views • 25 slides

CURVILINEAR MOTION: GENERAL & RECTANGULAR COMPONENTS

384 views • 19 slides

CURVILINEAR MOTION: RECTANGULAR COMPONENTS (Sections 12.4-12.5)

388 views • 19 slides

CURVILINEAR MOTION: GENERAL & RECTANGULAR COMPONENTS

303 views • 19 slides

CURVILINEAR MOTION: GENERAL & RECTANGULAR COMPONENTS

1.03k views • 18 slides

SCALARS AND VECTORS

SCALARS AND VECTORS. SCALARS AND VECTORS. Scalar is a simple physical quantity that is not changed by coordinate system rotations or translations. Expressing a scalar quantity we give it simply with a number and a unit (for example, 12 kg) .

401 views • 15 slides

CURVILINEAR MOTION: GENERAL & RECTANGULAR COMPONENTS

454 views • 10 slides

Components of a Vector

Components of a Vector. Any vector can be expressed as the sum of its rectangular components (that are perpendicular to one another) Ex. Homer pushes with a force of 400N downwards on a lawnmower. Show the horizontal and vertical components.

252 views • 7 slides

Problem 2.133

Problem 2.133. y. A. Cable AB is 65 ft long, and the tension in that cable is 3900 lb. Determine (a) the x , y , and z components of the force exerted by the cable on the anchor B , (b) the angles q x , q y , and q z defining the direction of that force. 56 ft. D. a. O.

313 views • 5 slides

Power Factor

Power Factor. The power factor (i-e.cos fi ) of a circuit can be defined in one of the following ways: Power factor= Cos fi = ciosine of angle b/w V & I Power factor = R / Z = Resistance / Impedance Power Factor = VI cos fi / VI = True power / Apparent power

593 views • 5 slides