Basic Physics detailed Syllabus for Textile Technology (DTT), C18 curriculum has been taken from the TSSBTET official website and presented for the diploma students. For Course Code, Course Name, Lectures, Tutorial, Practical/Drawing, Internal Marks, Max Marks, Total Marks, Min Marks and other information, do visit full semester subjects post given below.
For all other Diploma in Textile Technology (DTT) Syllabus for 1st Sem C18 Curriculum TSSBTET, do visit Diploma in Textile Technology (DTT) Syllabus for 1st Sem C18 Curriculum TSSBTET Subjects. The detailed Syllabus for basic physics is as follows.
Prerequisites:
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Course Objective:
After studying this course, the student will be able to understand and appreciate the role of Engineering Physics in different areas of engineering and technology.
Course Outcome:
On successful completion of the course, the student will have the ability to attain below
- Write the correct units and dimensions of physical quantities and know the concept of friction
- Apply knowledge of vectors as a tool to solve engineering problems
- Apply knowledge of mechanics to solve engineering problems
- Apply knowledge of properties of matter to understand engineering problems
- Apply Heat and thermodynamic processes to solve engineering problems
- Apply conservation laws to engineering problems and utilization of energy sources
Unit – 1, Dimensions and Friction
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Unit – 2 Elements of Vectors
Scalar and vector quantities – definitions and examples – Graphical representation of a vector – Classification of vectors (Proper vector, ut vector, Equal vector, Negative vector, Collinear vector and Position vector) Resolution of vector – Triangle law of vector addition – Parallelogram law of vectors – statement- expression for magnitude and direction of resultant vector -derivation- illustrations(working of sling and flying bird) -Representation of a vector in unit vectors i, j and k – Dot product of vectors-definition- application to work done by force – properties of dot product – Cross product of vectors -definition – Right hand thumb rule and right hand screw rule – application to moment of force – properties of vector product – area of parallelogram and triangle in terms of cross product – – related problems
Unit – 3 Mechanics
Projectile motion – definition – examples – Horizontal projection – Time of flight and Horizontal range – derivations – Oblique projection – Expression for path of a projectile in oblique projection – derivation- Maximum height, Time of ascent, Time of descent, Time of flight and Horizontal range and maximum horizontal range – derivations – Circular motion, angular velocity, time period and frequency of revolutions-Definitions- Relation between linear velocity and angular velocity – derivation-centripetal force – centrifugal force – definitions and expressions only- application (banking of curved path) – angle of banking- expression only – related problems
Unit – 4 Properties of Matter
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Unit – 5 Heat and Thermodynamics
Heat – expansion of gases – Boyles law -concept of absolute zero – Absolute scale of temperature – Charles laws – Ideal gas equation – derivation – value of universal gas constant R – Isothermal and Adiabatic, processes – Differences between isothermal and adiabatic processes – Internal energy and external work done – Expression for work done – derivation – first law of thermodynamics -application of first law to isothermal, and adiabatic processes – second law of thermodynamics – specific heat of a gas – molar specific heat of a gas – definitions – derive relation between CP and Cv- related problems.
Unit – 6 Conservation Laws and Energy Sources
Work and Energy – Potential Energy and kinetic energy-examples – expressions for PE and KE-derivations – Work- Energy theorem – derivation – Law of conservation of energy – examples – Law of conservation of energy in the case of freely falling body -proof – Illustration of conservation of energy in the case of simple pendulum- Non renewable and renewable energy sources – definition and applications (solar cooker, wind mill and biogas) – Green house effect – related problems
References:
For the complete Syllabus, results, class timetable, and many other features kindly download the iStudy App
It is a lightweight, easy to use, no images, and no pdfs platform to make students’s lives easier..
Course Outcome:
Upon completion of the course the student shall be able to
Know the Concepts of Units, Dimensions and Friction
- Define Physical quantity, fundamental quantity and derived physical quantities
- Define ut.
- List advantages of S.I. units
- Define dimensions and dimensional formula.
- Write dimensional formulae of physical quantities
- State principle of homogeneity of dimensions.
- State applications of dimensional analysis.
- Define friction and state its causes.
- State types of friction
- Explain normal reaction.
- State laws of friction.
- Define coefficients of friction.
- Derive expression for acceleration of a body moving on rough horizontal surface.
- Derive expressions for displacement and time taken to come to rest and work done in the case of a body moving on a rough horizontal surface.
- List the advantages and disadvantages of friction.
- Solve related numerical problems in friction only.
Know the Concepts of Elements of Vectors
- Define scalar and vector quantities with examples.
- Represent a vector graphically.
- Classify types of vectors – Proper vector, U=nit vector, Equal vector, Negative vector, Collinear vector and Position vector.
- Resolve a vector – Vector and Scalar components and relation between them.
- State and explain Triangle law of vector addition
- State Parallelogram law – derive expression for magnitude and direction of resultant vector.
- Illustrations of parallelogram law – working of sling and flying bird.
- Representation of vector in terms of unit vectors (i,j,k)
- Define Dot product of vectors
- Application of dot product for work done by force.
- List the properties of dot product.
- Define Cross product of vectors.
- Apply cross product in the case of moment of force.
- Explain Right hand screw rule and right hand thumb rule.
- Expressions for area of parallelogram and triangle in terms of cross product.
- List the properties of cross product.
- Solve related problems
Know the Concepts of Mechanics
- Define Projectile motion with examples
- Define Horizontal projection – Derive expressions for (a) Time of flight (b) Horizontal range
- Define Oblique projection- Derive expression for path of a projectile in oblique projection.
- Derive expressions for (a) Maximum height (b) Time of ascent (c) Time of descent (d) Time of flight (e) Horizontal range and (f) maximum horizontal range in oblique projection.
- Define circular motion.
- Define angular velocity, time period and frequency of revolutions in circular motion.
- Derive the relation between linear velocity and angular velocity.
- Define centripetal and centrifugal forces.
- Define angle of banking.
- Explain banking of curved path and write the expression for angle of banking.
- Solve related numerical problems.
Know the Concepts of Properties of Matter
- Define the terms Elasticity and Plasticity with examples
- Define Stress and Strain and write their expressions.
- Define elastic limit and state Hookes law.
- Define modulus of elasticity.
- Define Youngs modulus
- Derive the formula for Youngs modulus.
- Define cohesive force and adhesive force.
- Define Surface tension. Give illustrations of Surface tension
- Define capillarity and angle of contact.
- List the examples for capillarity.
- Write the formula for Surface tension T = hdgr based on capillarity.
- Define Viscosity. Give illustrations of viscosity.
- Derive Newtons formula for viscous force.
- Define coefficient of viscosity.
- Write Poiseuilles equation for coefficient of viscosity.
- Discuss effect of temperature on viscosity of liquids and gases.
- Define streamline flow, turbulent flow.
- Define Reynolds number.
- State equation of continuity and explain the terms with diagram.
- Solve related problems
Know the Concepts of Heat and Thermodynamics
- Explain expansion of gases.
- State and explain Boyles law and its limitations
- Explain concept of absolute zero using the relations Pt=P0(1+t/273) and Vt= V0(1+ t/273)
- Define Absolute scale of temperature
- State Charles law in terms of absolute temperature
- Define Ideal gas and derive ideal gas equation
- Calculate the value of Universal gas constant (R)
- State gas equation in terms of density
- Define Isothermal and Adiabatic processes.
- Distinguish between isothermal and adiabatic processes.
- Explain the terms internal energy and external work done
- Derive the expression for work done by the gas [W=P(V2-V1)]
- State first law of thermodynamics.
- Application of first law to isothermal and adiabatic processes.
- State second law of thermodynamics.
- Define specific heat a gas.
- Define molar specific heat of a gas.
- Derive the relation between CP, Cv and R.
- Solve related problems
Know the Concepts of Conservation Laws and Energy Sources
- Define work and energy.
- Define potential and kinetic energy with examples
- Derive the expressions for Potential energy and Kinetic energy.
- State and prove Work-Energy theorem.
- State law of conservation of energy with example.
- Derive the law of conservation of energy in the case of a freely falling body.
- Illustrate law of conservation of energy in the case of simple pendulum.
- Define non renewable and renewable energy sources. Give examples
- Explain solar cooker, wind mill and biogas.
- Explain briefly Green house effect.
- Solve related numerical problems.
Suggested Student Activities
- Student visits Library to refer Text books, reference books and manuals to find their specifications.
- Student inspects the available equipment in the Physics Lab to familiarize with them.
- Quiz
- Seminar
- Group discussion
- Surprise test
For detail Syllabus of all other subjects of Textile Technology, C18 curriculum do visit Diploma In Textile Technology 1st Sem Syllabus for C18 curriculum.
For all Textile Technology results, visit TSSBTET DTT all semester results direct links.