LESSON 1& 2: GENERAL PRINCIPLES AND COMPONENTS OF FORCE Flashcards

1
Q

Defined as the science that describes and predicts the conditions of rest or motion of bodies under the action of forces

A

Mechanics

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2
Q

2 types of Mechanics of Rigid Bodies

A

Statics
Dynamics

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3
Q

A Mechanics of rigid bodies dealing with bodies at rest.

A

Statics

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4
Q

A mechanics of rigid bodies dealing with bodies in motion.

A

Dynamics

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5
Q

is the foundation of most engineering sciences and is an indispensable prerequisite to their study.

A

Mechanics

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5
Q

The basic concepts used in mechanics

A

Space, time, mass and force

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6
Q

For three-dimensional space problems, ________________ are needed.

A

three independent coordinates

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6
Q

is the geometric region occupied by bodies whose positions are described by linear and angular measurements relative to a coordinate system.

A

Space

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7
Q

For two-dimensional space problems, ____________ are required.

A

only two coordinates

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7
Q

is a measure of the inertia of a body, which is its resistance to a change of velocity.

A

Mass

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7
Q

What are the characteristics of Force

A
  1. its magnitude;
  2. he position of its line of action;
  3. the direction (or sense) in which the force acts along its line of action
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7
Q

is the action of one body on another and tends to move a body in the direction of its action

A

Force

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8
Q

is the measure of the succession of events and is a basic quantity in dynamics.

A

Time

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8
Q

A body is considered __________ when the change in distance | between any two of its points is negligible for the purpose at hand.

A

Rigid

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9
Q

is a body of negligible dimensions, and it is a body whose dimensions are considered to be near zero so that we may analyze it as a mass concentrated at a point

A

Particle

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9
Q

defined as that which changes, or tends to change, the state of motion of a body.

A

Force

10
Q

If the resultant force acting on a particle is zero, the particle will remain at rest (if originally at rest) or will move with constant speed in a straight line (if originally in motion).

A

Newton’s First Law

11
Q

If the resultant force acting on a particle is not zero, the particle will have an acceleration proportional to the magnitude of the resultant and in the direction of this resultant force.

A

Newton’s Second Law

12
Q

The forces of action and reaction between bodies in contact have the same magnitude, same line of action and opposite sense.

A

Newton’s Third Law

13
Q

This states that two particles of mass M and m mutually attracted with equal and opposite forces F and -F of magnitude F

A

Newton’s Law of Gravitation

14
Q

is a modern version of the metric system which has received worldwide recognition.

A

SI Units| International System of units

15
Q

The International System of units, abbreviated Sl after French “______________”

A

Systeme International d’Unites

16
Q

a force, velocity, or other vector quantity that is equivalent to the combined effect of two or more component vectors acting at the same point.

A

Resultant