This document discusses several topics related to engineering education, including:
1. It proposes a model curriculum structure with categories of courses (mathematics/science, humanities, engineering science, etc.), number of credits, and when they should be taken.
2. It discusses emerging engineering subjects like synthetic biology, artificial intelligence, and more.
3. It addresses pedagogical issues like improving skills in teamwork, ethics, and understanding of government/economics.
4. Curriculum revision is a major task that includes updating course objectives, outcomes, syllabi, and potentially removing/adding subjects.
In summary, the document outlines models for engineering curriculum design and addresses challenges in re
Impending Changes in Undergraduate Curriculum sathish sak
This document discusses several topics related to engineering curriculum design including:
- Recommendations for the distribution of credits across various subject areas in the first four semesters, including mathematics, basic sciences, humanities, and engineering courses.
- Suggestions for the types of courses that should be included in the final four semesters, such as compulsory professional courses, electives, labs, projects, etc.
- Ideas for introducing more interdisciplinary subjects, undergraduate research opportunities, and focusing on areas of national need to better prepare students.
- The need to develop bridges between disciplines and teach students to work in interdisciplinary teams and learn throughout their careers.
This document outlines a proposed 4-year undergraduate program in electronics at the University of Delhi. It includes:
- An overview of the program structure including core and applied courses over 8 semesters leading to a B.Tech degree.
- Details of the syllabus, teaching hours, and assessment for each course covering topics in electronics, engineering mathematics, programming, and more.
- The courses aim to provide both theoretical knowledge and hands-on training to prepare students for careers in industry or further study.
This paper deal with the application of optimization principle in solving the problem
of over-allocation and under-allocation of the classroom space using linear programming
in Landmark University, Nigeria. A linear programming model was formulated based on
the data obtained from the examination and lecture timetable committee on the classroom
facilities, capacities and the number of students per programme in all the three (3)
Colleges to maximize the usage of the available classroom space and minimizes the
congestion and overcrowding in a particular lecture room using AMPL software which
revealed that 16 out of 32 classrooms available with a seating capacity of 2066 has
always been used to accommodate the current student population of 2522 which always
causes overflow and congestion in those concentrated classroom because the remaining
16 classroom of the seating capacity of 805 were underutilized. Meanwhile if the
projected seating capacity of 3544 as revealed by the AMPL software in all these 32
classroom were fully utilized, this indicated that an additional 1022 i.e.(3544-2522)
students can be fully absorbed comfortably with the existing 32 classrooms in both of the
three (3) colleges if the seating capacities are fully managed and maximized. This will
helps the school management to generate additional income of N 585,606,000.00 i.e.
(1022 × 573,000) as school fees using the same classroom facility and as well as the
existing seating capacity
The document summarizes the key components and process of developing an effective curriculum guide for the Ormoc Holy Trinity Montessori Learning Center. It outlines establishing clear goals and philosophy, sequencing objectives across grade levels, outlining frameworks and allowing flexibility, integrating assessments, and ensuring ongoing revision. The development process involves evaluating existing programs, designing improvements, implementing changes, and back to evaluation.
This document discusses the concept of curriculum change and the factors that drive it. It provides information on:
- The constant nature of change and how it leads to improvement through technological advancement and increasing knowledge.
- Key drivers of curriculum change including community needs, technology, political influences, and complexity from various stakeholder demands.
- Features of successful change including it being an ongoing process that requires support from individuals.
- Types of curriculum changes and strategies for implementing changes.
- The need to develop curriculum change through cooperative goal-setting and problem-solving approaches while maintaining open communication.
Evaluation is the process of collecting data on a programme to determine its value or worth with the aim of deciding whether to adopt, reject, or revise the programme. The public want to know whether the curriculum implemented has achieved its aims and objectives; teachers want to know whether what they are doing in the classroom is effective; and the developer or planner wants to know how to improve the curriculum product.
The document discusses curriculum development and evaluation. It begins by defining curriculum and explaining its meaning and concepts. It then covers the basic tasks and process of curriculum development, which includes determining needs, objectives, content, organization, and evaluation. The document outlines several approaches to curriculum design, implementation, and evaluation. It emphasizes that curriculum evaluation is important for assessing effectiveness and facilitating continuous improvement. Overall, the document provides a comprehensive overview of curriculum from conceptualization to implementation and assessment.
Impending Changes in Undergraduate Curriculum sathish sak
This document discusses several topics related to engineering curriculum design including:
- Recommendations for the distribution of credits across various subject areas in the first four semesters, including mathematics, basic sciences, humanities, and engineering courses.
- Suggestions for the types of courses that should be included in the final four semesters, such as compulsory professional courses, electives, labs, projects, etc.
- Ideas for introducing more interdisciplinary subjects, undergraduate research opportunities, and focusing on areas of national need to better prepare students.
- The need to develop bridges between disciplines and teach students to work in interdisciplinary teams and learn throughout their careers.
This document outlines a proposed 4-year undergraduate program in electronics at the University of Delhi. It includes:
- An overview of the program structure including core and applied courses over 8 semesters leading to a B.Tech degree.
- Details of the syllabus, teaching hours, and assessment for each course covering topics in electronics, engineering mathematics, programming, and more.
- The courses aim to provide both theoretical knowledge and hands-on training to prepare students for careers in industry or further study.
This paper deal with the application of optimization principle in solving the problem
of over-allocation and under-allocation of the classroom space using linear programming
in Landmark University, Nigeria. A linear programming model was formulated based on
the data obtained from the examination and lecture timetable committee on the classroom
facilities, capacities and the number of students per programme in all the three (3)
Colleges to maximize the usage of the available classroom space and minimizes the
congestion and overcrowding in a particular lecture room using AMPL software which
revealed that 16 out of 32 classrooms available with a seating capacity of 2066 has
always been used to accommodate the current student population of 2522 which always
causes overflow and congestion in those concentrated classroom because the remaining
16 classroom of the seating capacity of 805 were underutilized. Meanwhile if the
projected seating capacity of 3544 as revealed by the AMPL software in all these 32
classroom were fully utilized, this indicated that an additional 1022 i.e.(3544-2522)
students can be fully absorbed comfortably with the existing 32 classrooms in both of the
three (3) colleges if the seating capacities are fully managed and maximized. This will
helps the school management to generate additional income of N 585,606,000.00 i.e.
(1022 × 573,000) as school fees using the same classroom facility and as well as the
existing seating capacity
The document summarizes the key components and process of developing an effective curriculum guide for the Ormoc Holy Trinity Montessori Learning Center. It outlines establishing clear goals and philosophy, sequencing objectives across grade levels, outlining frameworks and allowing flexibility, integrating assessments, and ensuring ongoing revision. The development process involves evaluating existing programs, designing improvements, implementing changes, and back to evaluation.
This document discusses the concept of curriculum change and the factors that drive it. It provides information on:
- The constant nature of change and how it leads to improvement through technological advancement and increasing knowledge.
- Key drivers of curriculum change including community needs, technology, political influences, and complexity from various stakeholder demands.
- Features of successful change including it being an ongoing process that requires support from individuals.
- Types of curriculum changes and strategies for implementing changes.
- The need to develop curriculum change through cooperative goal-setting and problem-solving approaches while maintaining open communication.
Evaluation is the process of collecting data on a programme to determine its value or worth with the aim of deciding whether to adopt, reject, or revise the programme. The public want to know whether the curriculum implemented has achieved its aims and objectives; teachers want to know whether what they are doing in the classroom is effective; and the developer or planner wants to know how to improve the curriculum product.
The document discusses curriculum development and evaluation. It begins by defining curriculum and explaining its meaning and concepts. It then covers the basic tasks and process of curriculum development, which includes determining needs, objectives, content, organization, and evaluation. The document outlines several approaches to curriculum design, implementation, and evaluation. It emphasizes that curriculum evaluation is important for assessing effectiveness and facilitating continuous improvement. Overall, the document provides a comprehensive overview of curriculum from conceptualization to implementation and assessment.
The Teaching Of Mathematics At Senior High School In FranceXu jiakon
The document summarizes the structure of secondary education in France and reforms to mathematics education at the senior high school level. It discusses the challenges facing senior high school mathematics education that motivated reforms in 2000, including the massification of education and adapting to changes in mathematics and social needs. The reforms aimed to increase the role of statistics, probability, technology, and links to other disciplines. They faced difficulties in implementation due to time constraints and gaps in teachers' training. Current projects consider more flexible curricula and connections between mathematics and computer science.
The joint task force of ACM and IEEE Computer Society released recent guidelines for undergraduate computer science majors late in 2013. Since that time, many computer science departments have reviewed the included recommendations and exemplars from various institutions, and made changes to the programs that they offer. In this panel, we will share the experiences of the panelists from a variety of computer science programs in reviewing and responding to the new curriculum guidelines. The panel hopes to generate additional discussion about new knowledge areas and models for incorporating recommended content into programs at small, liberal arts institutions.
The document outlines the course structure and syllabus for the first year of a 4-year BTech program at the University of Calcutta. It includes details of the subjects, course codes, credits, and syllabus breakdown for the first two semesters. Some of the notable subjects include Physics, Chemistry, Mathematics, Communication Skills, Management, and introductory courses in various engineering disciplines. The syllabus provides learning objectives, topics covered and reference books for each subject.
1. The University of Detroit Mercy has developed three new courses in mechatronics over the past seven years through collaboration between mechanical and electrical engineering faculty.
2. These courses - Introduction to Mechatronics, Modeling and Simulation of Mechatronic Systems, and Sensors and Actuators - form the basis for a potential new undergraduate concentration in mechatronics.
3. Establishing a new concentration area faces challenges within the constraints of the existing curriculum at the small college, including determining what existing requirements could be replaced or adjusted to accommodate specialized mechatronics content.
This document provides information about a course on transform calculus, Fourier series, and numerical techniques. It includes 5 modules that will cover topics like Laplace transforms, Fourier series, Fourier transforms, difference equations, numerical solutions to ODEs, and calculus of variations. It lists learning objectives, topics to be covered in each module, textbook references, course outcomes, and the question paper pattern. The course aims to provide an understanding of various advanced mathematical concepts and their applications in engineering.
This document discusses pedagogy for transferring mathematics learning from school to the workplace. It begins by defining numeracy and noting how definitions emphasize understanding mathematics in real-world contexts and as a tool for communication. The document then reviews different views of the nature of mathematics and how these influence teaching practices. It argues that developing numerate learners requires shifting curricula from views of mathematics as facts and skills to seeing it as problem-solving arising from human inquiry. A second theme is functional mathematics, which aims to bridge the gap between school and out-of-school mathematics by focusing on areas inherent to employment. The document aims to examine how curriculum and teaching can better serve the needs of students and other stakeholders in transferring meaningful mathematics learning
(1) The document discusses the various topics related to electronics and instrumentation engineering including aptitude, attitude, attributes of engineers, graduate attributes, technical and soft skills, bridging industry-academic gap, learning environment, levels of learning, and expected profile of IT employees.
(2) It also outlines the core subjects of electronics and instrumentation engineering such as instrumentation, control, electrical, electronics, computer, mechanical, management, and societal subjects.
(3) Important subjects discussed include physics, chemistry, mathematics, programming, civil and mechanical engineering, circuit theory, and specialization subjects in different domains of electronics and instrumentation.
The document discusses creating a STEM school district. It outlines goals for integrating STEM education across the K-12 curriculum. This would include developing new STEM-focused courses, providing professional development for teachers, and expanding student opportunities like robotics clubs and research programs. The goal is to ensure all students experience high-quality STEM learning to prepare them for college, careers, and life.
A Framework for Research on Problem-Solving Instruction.pdfValerie Felton
The NATO ASI Series presents the results of activities sponsored by the NATO Science Committee, which aims to disseminate advanced scientific and technological knowledge. The series is published internationally by an board of publishers. It provides full bibliographical references and abstracts to over 30,000 contributions from scientists in its various sections, including life sciences, physics, mathematics, behavioral sciences, and applied sciences. Access is provided both online and via a CD-ROM database.
Need of Non- Technical Content in Engineering Educationiosrjce
The foundation of engineering education has its root in the basic sciences. The knowledge of basic
science is the backbone of all technical education. It is the base on which the building of innovations, ingenuity
and research stands. The first introduction of engineering is always through sciences i.e. through physics,
chemistry and mathematics. Engineering is the bridge between the sciences and humanities. It is observe that
engineers apply scientific principles to advance the human condition, but their success relies as much upon an
understanding of physics and mathematics as an appreciation of history and psychology. The main objective of
this paper is to emphasize the importance and pertinence of basic science in engineering programs, not with the
objective of providing a cultural complement but with the idea of giving the students a strong basis in this area,
in order to provide them with adequate continuity along with engineering and applied engineering. This will
allow them to adapt better to technological changes and advances.
The document provides information about Massachusetts' 2016 Science and Technology/Engineering Curriculum Framework. It discusses the vision, goals, and key emphases of the new STE standards, including relevance, rigor, and coherence. It explains the framework components and what the standards look like at different grade levels. Resources provided to support the transition include STE model curriculum units, science ambassadors, and "What to Look For" guides. Districts are encouraged to collaborate on the transition and consider strategies from past curriculum implementations.
Course file for theory of computation dt 08 08-2016.sumit jain
The document provides details of the course plan for Theory of Computation at Acropolis Technical Campus in Indore, India. It lists the course code, semester, tutors, and course overview. The course aims to cover finite automata, pushdown automata, context-free grammars, and Turing machines. It outlines 6 course learning objectives and 6 course outcomes. It also maps the course outcomes to program outcomes and program specific outcomes. The document provides information on topic delivery, time schedules, books, syllabus, and lab work objectives.
This document provides an overview of the School of Engineering orientation for incoming first-year students. It discusses the school's vision, mission, and values. It then outlines the typical first-year curriculum, including core Magis courses. It describes various engineering programs, career paths, student clubs, study abroad opportunities, and the culminating senior design project. The goal is to welcome new students and introduce them to the foundation and opportunities available in the School of Engineering.
This document outlines a sample outcomes-based curriculum for a Bachelor of Science in Mathematics program. It includes sections on the program description, goals, careers for graduates, allied fields, program outcomes, performance indicators, curriculum description, and sample curricula. The key details are:
- The program aims to equip students with strong mathematical and critical thinking skills to pursue further study or work in fields requiring analytical skills.
- The curriculum covers core mathematics areas as well as advanced courses to prepare students for jobs in education, statistics, finance, and other quantitative fields.
- Program outcomes include mastery of core math areas, problem-solving skills, communication skills, and an understanding of math's importance.
-
This document discusses the use of ICT (information and communication technology) tools in mathematics instruction. It provides examples of software, online resources, lessons and activities that incorporate technology. These include graphing calculators, dynamic geometry software, and interactive websites with math games and virtual manipulatives. The document also outlines benefits of technology in helping students learn mathematics more deeply and promoting interest in the subject.
This document provides information for the Discrete Mathematics course taught by M. Narmadha to second year computer science students. It outlines the course objectives of introducing discrete mathematics concepts for computer science. It also lists various topics that will be covered in the course across four units, such as propositional logic, sets, functions, relations, algorithms, recurrence relations, graphs and trees. Finally, it provides the lecture schedule, assessment details, attendance requirements and academic calendar for the course.
This document provides information on the Computer Engineering program at Malayan Colleges Laguna. It outlines the program's mission, vision, educational objectives, student outcomes, and course descriptions. The program aims to provide students with technical skills to become competent engineers. It seeks to develop students' fundamental understanding of computer engineering concepts. Graduates are expected to have abilities such as applying knowledge of math and science to solve problems, designing systems to meet needs, and engaging in lifelong learning. The document also provides details on the Discrete Elements course, including its topics, learning objectives, assessment methods and references.
The Teaching Of Mathematics At Senior High School In FranceXu jiakon
The document summarizes the structure of secondary education in France and reforms to mathematics education at the senior high school level. It discusses the challenges facing senior high school mathematics education that motivated reforms in 2000, including the massification of education and adapting to changes in mathematics and social needs. The reforms aimed to increase the role of statistics, probability, technology, and links to other disciplines. They faced difficulties in implementation due to time constraints and gaps in teachers' training. Current projects consider more flexible curricula and connections between mathematics and computer science.
The joint task force of ACM and IEEE Computer Society released recent guidelines for undergraduate computer science majors late in 2013. Since that time, many computer science departments have reviewed the included recommendations and exemplars from various institutions, and made changes to the programs that they offer. In this panel, we will share the experiences of the panelists from a variety of computer science programs in reviewing and responding to the new curriculum guidelines. The panel hopes to generate additional discussion about new knowledge areas and models for incorporating recommended content into programs at small, liberal arts institutions.
The document outlines the course structure and syllabus for the first year of a 4-year BTech program at the University of Calcutta. It includes details of the subjects, course codes, credits, and syllabus breakdown for the first two semesters. Some of the notable subjects include Physics, Chemistry, Mathematics, Communication Skills, Management, and introductory courses in various engineering disciplines. The syllabus provides learning objectives, topics covered and reference books for each subject.
1. The University of Detroit Mercy has developed three new courses in mechatronics over the past seven years through collaboration between mechanical and electrical engineering faculty.
2. These courses - Introduction to Mechatronics, Modeling and Simulation of Mechatronic Systems, and Sensors and Actuators - form the basis for a potential new undergraduate concentration in mechatronics.
3. Establishing a new concentration area faces challenges within the constraints of the existing curriculum at the small college, including determining what existing requirements could be replaced or adjusted to accommodate specialized mechatronics content.
This document provides information about a course on transform calculus, Fourier series, and numerical techniques. It includes 5 modules that will cover topics like Laplace transforms, Fourier series, Fourier transforms, difference equations, numerical solutions to ODEs, and calculus of variations. It lists learning objectives, topics to be covered in each module, textbook references, course outcomes, and the question paper pattern. The course aims to provide an understanding of various advanced mathematical concepts and their applications in engineering.
This document discusses pedagogy for transferring mathematics learning from school to the workplace. It begins by defining numeracy and noting how definitions emphasize understanding mathematics in real-world contexts and as a tool for communication. The document then reviews different views of the nature of mathematics and how these influence teaching practices. It argues that developing numerate learners requires shifting curricula from views of mathematics as facts and skills to seeing it as problem-solving arising from human inquiry. A second theme is functional mathematics, which aims to bridge the gap between school and out-of-school mathematics by focusing on areas inherent to employment. The document aims to examine how curriculum and teaching can better serve the needs of students and other stakeholders in transferring meaningful mathematics learning
(1) The document discusses the various topics related to electronics and instrumentation engineering including aptitude, attitude, attributes of engineers, graduate attributes, technical and soft skills, bridging industry-academic gap, learning environment, levels of learning, and expected profile of IT employees.
(2) It also outlines the core subjects of electronics and instrumentation engineering such as instrumentation, control, electrical, electronics, computer, mechanical, management, and societal subjects.
(3) Important subjects discussed include physics, chemistry, mathematics, programming, civil and mechanical engineering, circuit theory, and specialization subjects in different domains of electronics and instrumentation.
The document discusses creating a STEM school district. It outlines goals for integrating STEM education across the K-12 curriculum. This would include developing new STEM-focused courses, providing professional development for teachers, and expanding student opportunities like robotics clubs and research programs. The goal is to ensure all students experience high-quality STEM learning to prepare them for college, careers, and life.
A Framework for Research on Problem-Solving Instruction.pdfValerie Felton
The NATO ASI Series presents the results of activities sponsored by the NATO Science Committee, which aims to disseminate advanced scientific and technological knowledge. The series is published internationally by an board of publishers. It provides full bibliographical references and abstracts to over 30,000 contributions from scientists in its various sections, including life sciences, physics, mathematics, behavioral sciences, and applied sciences. Access is provided both online and via a CD-ROM database.
Need of Non- Technical Content in Engineering Educationiosrjce
The foundation of engineering education has its root in the basic sciences. The knowledge of basic
science is the backbone of all technical education. It is the base on which the building of innovations, ingenuity
and research stands. The first introduction of engineering is always through sciences i.e. through physics,
chemistry and mathematics. Engineering is the bridge between the sciences and humanities. It is observe that
engineers apply scientific principles to advance the human condition, but their success relies as much upon an
understanding of physics and mathematics as an appreciation of history and psychology. The main objective of
this paper is to emphasize the importance and pertinence of basic science in engineering programs, not with the
objective of providing a cultural complement but with the idea of giving the students a strong basis in this area,
in order to provide them with adequate continuity along with engineering and applied engineering. This will
allow them to adapt better to technological changes and advances.
The document provides information about Massachusetts' 2016 Science and Technology/Engineering Curriculum Framework. It discusses the vision, goals, and key emphases of the new STE standards, including relevance, rigor, and coherence. It explains the framework components and what the standards look like at different grade levels. Resources provided to support the transition include STE model curriculum units, science ambassadors, and "What to Look For" guides. Districts are encouraged to collaborate on the transition and consider strategies from past curriculum implementations.
Course file for theory of computation dt 08 08-2016.sumit jain
The document provides details of the course plan for Theory of Computation at Acropolis Technical Campus in Indore, India. It lists the course code, semester, tutors, and course overview. The course aims to cover finite automata, pushdown automata, context-free grammars, and Turing machines. It outlines 6 course learning objectives and 6 course outcomes. It also maps the course outcomes to program outcomes and program specific outcomes. The document provides information on topic delivery, time schedules, books, syllabus, and lab work objectives.
This document provides an overview of the School of Engineering orientation for incoming first-year students. It discusses the school's vision, mission, and values. It then outlines the typical first-year curriculum, including core Magis courses. It describes various engineering programs, career paths, student clubs, study abroad opportunities, and the culminating senior design project. The goal is to welcome new students and introduce them to the foundation and opportunities available in the School of Engineering.
This document outlines a sample outcomes-based curriculum for a Bachelor of Science in Mathematics program. It includes sections on the program description, goals, careers for graduates, allied fields, program outcomes, performance indicators, curriculum description, and sample curricula. The key details are:
- The program aims to equip students with strong mathematical and critical thinking skills to pursue further study or work in fields requiring analytical skills.
- The curriculum covers core mathematics areas as well as advanced courses to prepare students for jobs in education, statistics, finance, and other quantitative fields.
- Program outcomes include mastery of core math areas, problem-solving skills, communication skills, and an understanding of math's importance.
-
This document discusses the use of ICT (information and communication technology) tools in mathematics instruction. It provides examples of software, online resources, lessons and activities that incorporate technology. These include graphing calculators, dynamic geometry software, and interactive websites with math games and virtual manipulatives. The document also outlines benefits of technology in helping students learn mathematics more deeply and promoting interest in the subject.
This document provides information for the Discrete Mathematics course taught by M. Narmadha to second year computer science students. It outlines the course objectives of introducing discrete mathematics concepts for computer science. It also lists various topics that will be covered in the course across four units, such as propositional logic, sets, functions, relations, algorithms, recurrence relations, graphs and trees. Finally, it provides the lecture schedule, assessment details, attendance requirements and academic calendar for the course.
This document provides information on the Computer Engineering program at Malayan Colleges Laguna. It outlines the program's mission, vision, educational objectives, student outcomes, and course descriptions. The program aims to provide students with technical skills to become competent engineers. It seeks to develop students' fundamental understanding of computer engineering concepts. Graduates are expected to have abilities such as applying knowledge of math and science to solve problems, designing systems to meet needs, and engaging in lifelong learning. The document also provides details on the Discrete Elements course, including its topics, learning objectives, assessment methods and references.
1. Prof. Gautam Biswas, FNA
JC Bose National Fellow and Director
Indian Institute of Technology Guwahati
2. First IR: 1775 Triggered by the Prime Movers.
Technology and Manufacturing
became the deciding factor for
World Power
Second IR: 1970 Triggered by the Transistors.
Microelectronics,
Computers and Communication.
Knowledge-based industry and
Information Technology
transformed the society and
started playing a major role in
World Economy.
3. FIRST TRANSISTOR BY BARDEEN 1947
A MODERN VLSI CHIP
CONTAINING MILLIONS
OF TRANSISTORS IN AN
AREA OF ABOUT 1 cm2
4. Energy is stored in the covalent bonds between phosphates.
ADP + Pi + Energy ATP
Hydrolysis of ATP
ATP ADP + Pi
ENERGY
5. • Data and Image analysis
• Genomics, Proteomics, Biomics
• TEM, FE-SEM
• Telemetry
• Bio- Informatics
• Materials for Implants and Prostheses
• Robotics, cognitive, sensory
• Real Time In vivo sensors
• Biochips
• In order to accommodate emerging
Subjects, some subjects could be
Dropped. Mechanism for dropping?
Lipson
6.
7. EMERGING ENGINEERING SUBJECTS
Molecular Engineering
Synthetic Biology
Smart Macromolecules and Intelligent Materials
Manufacturing by Self Assembly of Materials
Artificial Intelligence, Self Learning, Self
Correction
Self Replication
8. Many graduates are unable to take into consideration
economic, societal, and ethical considerations; unable to
work in teams. We require to look for remedies.
Increased economic gap between engineering and
practitioners of the ‘professions’. Also there is very little
understanding among the graduates about functioning of
the Government.
A plethora of new concepts (especially wrong
interpretation of Industry-connect) for better pedagogical
approaches for engineering . This issue requires more
focus and better understanding.
9. ABET Engineering Criteria 2000, EC 2000,
formalized some of the objectives of the reform in
the US.
‘Objectives’ and ‘Outcome’ are deciding parameters
Six progressive stages of cognitive thinking, known
as Bloom’s taxonomy, are:
(i) Recall, (ii) Comprehension, (iii) Application, (iv) Analysis
(v) Synthesis and (vi) Evaluation
Cognitive learning is demonstrated by knowledge recall and
the intellectual skills: comprehending information,
organizing ideas, analyzing and synthesizing data, applying
knowledge, choosing among alternatives in problem-solving
and evaluating ideas or actions.
10. The current trend world over is to structure the academic programmes
in a Credit based academic system
The Credits are defined for the activities of the teaching-learning
programme built into the curriculum.
Curriculum
L-T-P-C
calculation
Number of one-hour lectures per week = L
Number of tutorial-hours per week = T
Number of practical (laboratory) hours per week = P
Credit point for the course = C
One hour lecture in a week = 1 Credit
One hour tutorial in a week = 1 Credit
Two hours laboratory work in week = 1 Credit
The Credit nomenclature of a course unit is denoted by L-T-P-C
For example, the Credit nomenclature for the first course in
Mathematics may be identified as 3-1-0-4
11. Pedagogic thoughts following Grinter (President ASEE) Report
A minimum of 36 Credits of Maths and Basic Sciences must be there for
enhancing the capacity for Interdisciplinary Research
COURSE L-T-P-C
Mathematics I 3-1-0-4
Mathematics II 3-1-0-4 12 credits
Mathematics III 3-1-0-4
Physics I 3-1-0-4
Physics II 3-1-0-4 8 credits
Chemistry 3-1-0-4 4 credits
Biology 3-1-0-4 4 credits
Environmental Science 3-1-0-4 4 credits
Lab course (Phy & Chm) 1-0-6-4 4 credits
36 credits
12. Minimum of 12 Credits is recommended as the Compulsory
Engineering Science (ESc (C))courses
Fundamentals of Computing (2-0-4-4)
Introduction to Electronics (2-0-4-4)
Engineering Mechanics (3-1-0-4).
Two courses on Engineering Practices (EP) are needed for acquiring
engineering skills (Engineering Practices/ Design Practices)
Engineering Graphics/ Drawing (2-0-4-4)
Introduction to Manufacturing/ Fabrication/ Design (1-0-6-4).
Prevailing thoughts in many Elite Institutes
13. Courses in Humanities
A minimum of 16 Credits in Humanities, Social Sciences Arts,
Management, Economics and Communication-skills
Among 16 Credits:
(7) Credits are expected to be completed within first four semesters
other (9) Credits are to be completed during the remaining period
of the curriculum
Among first (7) Credits, one course should be on Communication
Skills (2-2-0-4)
Communication is the most important skill one should acquire
One dedicated course is essential for the students to improve their
oral and written communication skills during the first two years of
their training.
Prevailing thoughts in many well known Schools
14. Table-1 (First four semesters)
Type of Courses Credits
Mathematics and Science Courses 36
Communication skills and Humanities 07
Engineering Science (Compulsory) 12
Courses on Engineering Practices 08
Engineering Science (Options) 16
Subjects categorized as the Engineering Science Options (ESc (O)) include 16
credits. Such courses are Thermodynamics, Solid Mechanics, Fluid Mechanics,
Transport Phenomena, Quantum Chemistry, Electrical Drives, Geo Sciences,
Materials Science, Data Structure, Analog Electronics, Digital Electronics , Big
Data Analytics etc.
Table-1: Courses appropriate for first four semesters of the B.Tech./ B.E./ BDes
Program.
Prevailing thoughts in many well known Schools
15. ECE BTech
Programme
˃ Analog Electronics
˃ Digital Electronics
˃ Electromagnetics
˃ Digital Image
Processing
Mechanical
Engineering
˃ Thermodynamics
˃ Fluid Mechanics
˃ Solid Mechanics
˃ Electrical Drives
Here are a few examples how Engineering Science Option can be used
by ECE and Mechanical Engineering Department
Prof. Geogre M Whitesides
16. Courses in Humanities, Social Sciences and Liberal Arts
The students are to complete nine (9) credits (3 courses) in Humanities in the final
four semesters. There will be a basket of courses comprising of Advanced
Economics, Sociology, Psychology, Law, Political Science, International Relations,
and various courses pertaining to Liberal Arts. The courses in Liberal Arts may
include Music, Drama, Puppetry, Cinematography etc.
Engineering students are suggested to fulfill the same general education
requirements as all other graduates. Basic Economics may be made compulsory and
may be introduced during the first four semester. The basket should also include
courses in creative writing and foreign languages.
Total number of humanities courses taken by engineering students is expected to be
not fewer than five. More courses (a total of eight courses) are possible if any
engineering student chooses to take a Minor in Humanities and Social Sciences.
17. Three strands —
• memory (less)
• concepts (more)
• problem-solving
(tinkering applications)
— inseparable
Example: In a Mathematics course it should be
told that Fourier Transform, Laplace
Transform would be needed in Fluid
Mechanics, Heat Transfer, Image Processing,
Signal Processing etc.
Courtesy: Prof. Sreerup Raychoudhury
(TIFR)
Syllabus Revision is a Mammoth Task
Curriculum Revision includes Syllabus Revision
18. 1 State of a system, Zero-th law, equation of state
2 Work, heat, First law
3 Internal energy, expansion work
4 Enthalpy
5 Adiabatic changes
6 Thermochemistry
7 Calorimetry
8 Second law
9 Entropy and the Clausius inequality
10 Entropy and irreversibility
11 Fundamental equation, absolute S, Third law
12 Criteria for spontaneous change
13 Gibbs free energy
14 Multicomponent systems, chemical potential
15 Chemical equilibrium
16 Temperature, pressure and Kp
17 Equilibrium: application to drug design
18 Phase equilibria — one component
19 Clausius-Clapeyron equation
20 Phase equilibria — two components
21 Ideal solutions
22 Non-ideal solutions
23 Colligative properties
24 Introduction to statistical mechanics
25 Partition function (q) — large N limit
26 Partition function (Q) — many particles
27 Statistical mechanics and discrete energy levels
28 Model systems
29 Applications: chemical and phase equilibria
30 Introduction to reaction kinetics
31 Complex reactions and mechanisms
32 Steady-state and equilibrium approximations
33 Chain reactions
34 Temperature dependence, Ea, catalysis
35 Enzyme catalysis
36 Autocatalysis and oscillators
An Example of Syllabus Design (MIT): Thermodynamics
19. Table-2
Type of Courses Credits (/Courses)
1. Compulsory Professional Courses 30 or 10 courses
2. Elective (Departmental) Courses 09 or 3 courses
3. Open Electives 15 or 5 courses
4. Departmental Laboratory Courses 08 or 2 courses
5. Humanities and Social Science 09 or 3 courses
6. Baccalaureate Project 10 or 2 courses
Table 2: The curriculum for the remaining four semesters
The final four semesters will have about 25 courses, i.e. equivalent to
81 Credits. The total Credit requirement for the Baccalaureate degree
is about 160. The above mentioned break-up is a sample/ model. The
colleges/ institutes will have enough freedom to add or subtract the
compulsory courses. All professional courses in final four semesters
may have L-T-P-C (3-0-0-3)
Prevailing thoughts in many well known Schools
20. Elective subjects develop the special talents of the individual
students to serve the varied needs of society & to take the
advantage of interdisciplinary developments
Definition of ‘Minor’
students may be provided with the flexibility to credit a
sequence of three courses in the “open elective slots”
These three courses could be from a specific department forming
their Minor
Students should have flexibility for the ‘Minor’ option. One has to
complete open electives
No special design is needed for any course to offered as ‘Minor’.
Usual open electives are to be floated with thorough rigor
The students who would be earning ‘Minor’ are supposed be very
well performing students
Prevailing thoughts in many well known Schools
21. For some specific Branches, one/ two of the ESc (C) courses may be shifted to
5th or 6th semester. In lieu of that two professional courses can be moved to 3rd or 4th
semester.
Fundamentals of Computing (2-0-4-4)
Introduction to Electronics (2-0-4-4)
Engineering Mechanics (3-1-0-4).
Similarly, one course from the basket of ‘EP’ can be interchanged with one professional
level course of 6th semester.
Engineering Graphics/ Drawing (2-0-4-4)
Introduction to Manufacturing/ Fabrication/ Design (1-0-6-4).
Prevailing thoughts in many Elite Institutes
22. Phy Chm Core
lab
Math Esc
(C)
Esc
(O)
HSS ENV
&
Bio
EP OE Major Proj
ect
Total
Num
ber
of
cours
es
2 1 1 3 3 4 5 2 2 5 15 2 45
(ESc (C) = Eng Science Compulsory, ESc (O) Eng Science Optional, OE Open Elective)
HSS = Communication skills, Humanities and Social Sciences , EP =Engineering
Practices. ‘Minor’ is a sequence of three open electives from a specific branch.
Table 3. No of suggested courses in different categories
Realizing the importance of exposing engineering students to end to end
solutions, a Project Work required to be introduced
23. Undergraduate Research
The paradigm of Engineering Research is on the verge of third Industrial
Revolution. It is becoming increasingly clear that in the future the
machines and devices will be guided substantially by the principals of life
sciences. Quite a few new subjects have started emerging.
The Bio-inspired interdisciplinary subjects, such as,
Biomimetics, Microfluidics, Microsystems technology,
Bottom-up fabrication, Bioenergetics etc are emerging
fast.
These subjects require being included as the Department Electives or the
Open Electives in all disciplines.
MIT's Undergraduate Research Opportunities
Program (UROP) is ver well known.
24. Undergraduate Research
The students may be asked to design/ develop/ fabricate, on a laboratory/
pilot plant scale, processes, products, devices, equipment etc for teaching,
research, industry or society at large.
Hon'ble Prime Minister of India suggested the IITs to focus on:
Early Introduction to Research in the Areas of National Need.
Some undergraduate students can be assigned challenging research
projects at an early stage so that they can complete the work by the time
they graduate. As a result some projects may culminate into complete
product.
Examples of such projects:
•Manufacturing Suspension System of a Vehicle to be used in Rough Terrain
•Bio-inspired Micro-aerial Vehicles
•Amplifier Design for Active Piezoelectric MEMS Resonators
25. » Many of our technologies have been commoditized
and are easily available even to non-engineers and
school children.
» We require to develop bridges between disciplines:
Minors, Joint Interdisciplinary Projects
» We need to educate young engineers to work in
teams and teach them crossing disciplinary
barriers through ‘life long learning’
» Young engineers have to be prepared to work at
the intersections of their own disciplines and
electronics, computer science, mathematics, the
life sciences.