Course description |
Aim of the course is to gives to the student the fundamentals of Mechanics and Thermodynamics, together with the ability to apply analytical models to related concrete problems. |
Prerequisites |
Differential and integral calculus for multiple variable functions and vector calculus. |
Objectives |
To build the student’s capacity to deal with problems related to the description of motion of a particle (Kinematics).
To give the student the tools to correlate the motion with its causes (Dynamics), to derive the relevant physical quantities associated with motion.
To build the student’s capacity to use the principles of kinematics and dynamics to analyze the motion of systems of particles and rigid bodies.
To equip the student with the basic principles of fluid mechanic relevant to the analysis of the flow of fluids.
To build the student’s capacity to analyze thermodynamic processes and apply the principles of thermodynamics to real world systems. |
Program |
1. MEASUREMENTS Units, Physical Quantities, and Vectors
Units and StandardsBase Units- Derived Units
- The International System (SI)
- Unit Prefixes
- Unit consistency
Vector Analysis- Addition of Vectors
- Graphical Method
- Analytical Method
- Multiplying Vectors
- Multiplying a Vector by a Scalar
- Scalar Product of Two Vectors (Dot Product)
- The Vector Product (Cross Product)
2. KINEMATICS OF A PARTICLE Motion Along a Straight Line- Position and Displacement
- Average Velocity
- Instantaneous Velocity
- Speed
- Acceleration
- Equations of Motion: Constant Acceleration
- Free-Fall Acceleration
Motion in Two or Three Dimensions- Position and Displacement
- Velocity
- Acceleration
- Projectile Motion
- The Equation of the Path
- The Maximum Height of a Projectile
- The Range of a Projectile
3. DYNAMICS OF A PARTICLE Force and Newton’s Laws of Motion- Force
- Mass
- Newton’s Laws of Motion
- Newton’s First Law of Motion
- Newton’s Second Law
- Newton’s Third Law
- Applying Newton’s Laws
- Friction
- Dynamics of Circular Motion
Work and Energy- Kinetic Energy
- Work
- Work Done by a Constant Force
- Work Done by a Variable Force
- Kinetic Energy-Work Theorem
- Power
Potential Energy and Energy Conservation - Conservative and Non-Conservative Forces
- Potential Energy
- Conservation of Mechanical Energy
- Work Done by Non-Conservative Forces
- Conservation of Total Energy
4. SYSTEMS OF PARTICLES The Center of Mass- Systems of Particles
- Rigid Bodies
- Symmetry Considerations
Newton’s Second Law
Linear Momentum
Collisions- Impulse
- Conservation of Momentum
- Elastic Collisions in One Dimension
- Relative Velocities
- Center of Mass Velocity
- Inelastic Collisions in One Dimension
- Completely Inelastic Collisions
- Collisions in Two Dimensions
5. MECHANICS OF A RIGID BODY Kinematics of a Rigid Body- Angular Position
- Angular displacement and Angular Velocity
- Angular Acceleration
- Rotation with Constant Angular Acceleration
- Relations Between Linear and Angular Variables
- Kinetic Energy of Rotation
- Moment of Inertia
- Parallel Axis Theorem
Dynamics of a Rigid Body- Torque
- Newton’s Second Law of Rotation
- Work and Rotational Kinetic Energy
- Angular Momentum
- Newton’s Second Law
- Angular Momentum of a Rigid Body Rotating About a Fixed Axis
- Conservation of Angular Momentum
6. ELEMENTS OF FLUID MECHANICS
Density and Pressure Fluids at Rest Measuring Pressure- The Mercury Barometer
- The Open Tube Manometer
Pascal’s Principle Archimedes’ Principle Ideal Fluid in Motion- The Equation of Continuity
- Bernoulli’s Equation
7. THERMODYNAMICS Thermodynamic Systems and Transformations- Temperature and Heat
- Thermal Equilibrium
- Heat Capacity and Specific Heat
- Heat of Transformation
- Heat and Work
- The First Law of Thermodynamics
- Thermodynamic Processes
- Types of Thermodynamic Processes
Ideal Gas Equation- Isothermal Expansion of An Ideal Gas
- Internal Energy
- Molar Specific Heats of an Ideal Gas
- Adiabatic Expansion of an Ideal Gas
- Free Expansion
Principles of Thermodynamics and Heat Engines- Entropy
- The Second Law of Thermodynamics
- Heat Engines
- Carnot Engine
- Refrigerators
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Professor/Tutor responsible for teaching
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Professor not available
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Video professors |
Prof.
Sami Mahmood
- Yarmouk University (Irbid City - Jordan)
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List of lessons |
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