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Basic Mechanical
Engineering
Course Adviser : Mr.Shafaat Zaheer
Email: shafaat.zaheer@superior.edu.pk
Introduction to Statics
• Mechanics : Mechanics is the
physical science which deals
with the effects of forces on
objects.
• BASIC CONCEPTS:
• Space
• Time
• Mass
• Force
• Particle
• Rigid body
Scalars & Vectors
• Free Vector : A free vector is one whose action is not confined to or
associated with a unique line in space. For example, if a body moves
without rotation, then the movement or displacement of any point in
the body may be taken as a vector.
• A sliding vector has a unique line of action in space but not a unique
point of application. For example, when an external force acts on a
rigid body, the force can be applied at any point along its line of
action without changing its effect on the body as a whole,* and thus
it is a sliding vector.
Scalars & Vectors
• A fixed vector is one for which a unique point of application is specified.
The action of a force on a deformable or nonrigid body must be specified
by a fixed vector at the point of application of the force. In this instance the
forces and deformations within the body depend on the point of
application of the force, as well as on its magnitude and line of action.
• Convention for equation and Diagram
• Newton’s Law
• Units
• Primary standards
• Unit conversion
• Law of Gravitation
Chap#02 ( Forces System )
• 2/1 Introduction
• 2/2 Force
• SECTION A
• TWO-DIMENSIONAL FORCE SYSTEMS
• 2/3 Rectangular Components
• 2/4 Moment
• 2/5 Couple
• 2/6 Resultants
• SECTION B
• THREE-DIMENSIONAL FORCE SYSTEMS
• 2/7 Rectangular Components
• 2/8 Moment and Couple
• 2/9 Resultant
Force :
• Principle of Transmissibility :
• which states that a force may be
applied at any point on its given
line of action without altering the
resultant effects of the force
external to the rigid body on
which it acts
A force is defined as an action which tends to
cause acceleration of a body. A force is a
vector quantity, because its effect depends
on the direction as well as on the magnitude
of the action. Thus, forces may be combined
according to the parallelogram law of vector
addition.
Force Classification :
• Forces are classified as either contact or body forces.
• A contact force is produced by direct physical contact; an example is
the force exerted on a body by a supporting surface.
• A body force is generated by virtue of the position of a body within a
force field such as a gravitational, electric, or magnetic field. An
example of a body force is your weight
Forces
• Action & Reaction Forces
• According to Newton’s third law,
the action of a force is always
accompanied by an equal and
opposite reaction
• Concurrent Forces
• Two or more forces are said to
be concurrent at a point if their
lines of action intersect at that
point
TWO-DIMENSIONAL FORCE SYSTEM
• RECTANGULAR COMPONENTS • Conventions for Describing
Vector Components
• Determining the Components of
a Force
Numericals Problems
• All Examples
• Exercise Problems :
1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,24,25,27,28,

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Basic mechanical engineering 1

  • 1. Basic Mechanical Engineering Course Adviser : Mr.Shafaat Zaheer Email: shafaat.zaheer@superior.edu.pk
  • 2. Introduction to Statics • Mechanics : Mechanics is the physical science which deals with the effects of forces on objects. • BASIC CONCEPTS: • Space • Time • Mass • Force • Particle • Rigid body
  • 3. Scalars & Vectors • Free Vector : A free vector is one whose action is not confined to or associated with a unique line in space. For example, if a body moves without rotation, then the movement or displacement of any point in the body may be taken as a vector. • A sliding vector has a unique line of action in space but not a unique point of application. For example, when an external force acts on a rigid body, the force can be applied at any point along its line of action without changing its effect on the body as a whole,* and thus it is a sliding vector.
  • 4. Scalars & Vectors • A fixed vector is one for which a unique point of application is specified. The action of a force on a deformable or nonrigid body must be specified by a fixed vector at the point of application of the force. In this instance the forces and deformations within the body depend on the point of application of the force, as well as on its magnitude and line of action. • Convention for equation and Diagram • Newton’s Law • Units • Primary standards • Unit conversion • Law of Gravitation
  • 5. Chap#02 ( Forces System ) • 2/1 Introduction • 2/2 Force • SECTION A • TWO-DIMENSIONAL FORCE SYSTEMS • 2/3 Rectangular Components • 2/4 Moment • 2/5 Couple • 2/6 Resultants • SECTION B • THREE-DIMENSIONAL FORCE SYSTEMS • 2/7 Rectangular Components • 2/8 Moment and Couple • 2/9 Resultant
  • 6. Force : • Principle of Transmissibility : • which states that a force may be applied at any point on its given line of action without altering the resultant effects of the force external to the rigid body on which it acts A force is defined as an action which tends to cause acceleration of a body. A force is a vector quantity, because its effect depends on the direction as well as on the magnitude of the action. Thus, forces may be combined according to the parallelogram law of vector addition.
  • 7. Force Classification : • Forces are classified as either contact or body forces. • A contact force is produced by direct physical contact; an example is the force exerted on a body by a supporting surface. • A body force is generated by virtue of the position of a body within a force field such as a gravitational, electric, or magnetic field. An example of a body force is your weight
  • 8.
  • 9. Forces • Action & Reaction Forces • According to Newton’s third law, the action of a force is always accompanied by an equal and opposite reaction • Concurrent Forces • Two or more forces are said to be concurrent at a point if their lines of action intersect at that point
  • 10. TWO-DIMENSIONAL FORCE SYSTEM • RECTANGULAR COMPONENTS • Conventions for Describing Vector Components • Determining the Components of a Force
  • 11. Numericals Problems • All Examples • Exercise Problems : 1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,24,25,27,28,