MAL2040: Design and Analysis of Experiments
Spring 2025–26 (Semester II) · IIT Jodhpur
Core course for B.Tech. 2nd-year Chemistry and Engineering Science students
Syllabus
The primary text for this course is Douglas C. Montgomery, Design and Analysis of Experiments, 7th ed., Wiley India, 2009. The topics covered are as follows.
- Introduction to Design of Experiments: Fundamental Principles of Experimentation
- Statistical Preliminaries: F-distribution, Theory of random sampling
- Analysis of Variance (ANOVA)
- One-Way Analysis of Variance
- Analysis of the fixed effects model
- Model adequacy checking
- Randomized Blocks, Latin Squares, and Related Designs
- Statistical analysis of the RCBD
- Model adequacy checking
- Estimating model parameters and general regression significance test
- The Latin square design
- Statistical analysis of balanced incomplete block designs (BIBD)
- Least squares estimation of the parameters
- Recovery of interblock information in the BIBD
- Introduction to Factorial Designs
- Basic definitions and principles
- The advantage of factorials
- Two-factor factorial design
- The \(2^k\) factorial design
- Response Surface Methodology
- Method of steepest ascent
- Analysis of second-order response surfaces
Textbooks
- Montgomery, Douglas C. Design and Analysis of Experiments. Seventh edition. Wiley India, New Delhi, 2009. [IITJ Library]
- Toutenburg, Helge; Shalabh. Statistical Analysis of Designed Experiments. Third edition. Springer, New York, 2009. [IITJ Library]
- Roy, Ranjit K. Design of Experiments Using the Taguchi Approach. John Wiley & Sons, New Jersey, 2001. [IITJ Library]
Reference Books
- Casella, George. Statistical Design. Springer, Berlin, Heidelberg, 2008. [IITJ Library]
- Morris, Max D. Design of Experiments: An Introduction Based on Linear Models. Chapman and Hall/CRC, New York, 2010.
Online Course Material
- Maiti, J. Design and Analysis of Experiments. NPTEL Course Material, Department of Industrial and Systems Engineering, IIT Kharagpur, 2021. [NPTEL]
Lectures
Classes are held in Slot D in lecture hall PH101:
- Monday, 11:00–11:50 AM
- Wednesday, 11:00–11:50 AM
- Friday, 10:00–10:50 AM
There is no separate tutorial slot. Please note timetable adjustments as per the Academic Calendar. Doubt clarifications will be scheduled at the mutual convenience of the instructor, teaching assistants, and students.
Evaluation
- Quiz 1: 10 points
- Quiz 2: 10 points
- Minor exam: 25 points
- Major exam: 40 points
- Group project: 10 points
- Attendance: 5 points
Attendance
Attendance in lectures is compulsory. Students who do not meet the 80% attendance requirement will be awarded an F grade. If you miss lectures for valid reasons (e.g., medical), please inform the instructor promptly.
Course materials
- Course handout
- Sample problem statements — suggested contexts for the group project
- Self assessment — a formative checklist for exam preparation (ungraded)
Assessments
- Quiz 1 · 10 points · 28 Jan 2026
- Minor exam · 25 points · 21 Feb 2026
- Quiz 2 · 10 points · 6 Apr 2026
- Group project presentations · 10 points · 20 Apr 2026
- Major exam · 40 points · 27 Apr 2026