IIT Guwahati has released the GATE 2026 biomedical engineering syllabus on its official website- gate2026.iitg.ac.in. Candidates appearing for the GATE 2026 BM paper can check the syllabus, exam pattern, books, two-paper combination details, and more.
IIT Guwahati has released the GATE 2026 biomedical engineering syllabus. Candidates can check the syllabus, pattern and recommended books for GATE 2026 Biomedical Engineering paper below. The GATE 2026 exam dates are February 7, 8, 14, and 15.
Who is Eligible for GATE 2026 Bio-Medical Engineering?
Candidates who are currently studying in the 3rd year or higher (undergraduate programme) are eligible for the GATE 2025 biomedical engineering exam. The GATE eligibility criteria for each test paper are different. Candidates must refer to the criteria before filling GATE application form.
GATE 2025 Biomedical Engineering (BM) Syllabus
IIT Guwahati will conduct the GATE 2026 examination on February 7, 8, 14, and 15, 2026. The GATE Biomedical Engineering exam date is Feb 14 (2:30 pm to 5:30 pm). Candidates appearing for the examination must carry the GATE 2026 admit card and proof of a valid photo ID. The GATE 2026 Biomedical Engineering (BM) paper comprises general aptitude questions of 15 marks, engineering mathematics questions of 13 marks, and subject-specific questions of 85 marks. Candidates can check the GATE 2026 Biomedical Engineering Syllabus below -
Engineering Mathematics
| Topics |
Sub-Topics |
|---|---|
| Linear Algebra |
Matrix Algebra | Systems of Linear Equations | Eigenvalues and Eigen Vectors |
| Calculus |
Mean value theorems | Theorems of Integral Calculus | Partial Derivatives | Maxima and Minima | Multiple Integrals | Fourier Series | Vector Identities | Line, Surface, and Volume Integrals | Stokes, Gauss, and Green’s Theorem |
| Differential Equations |
First Order Linear and Non-Linear Differential Equations | Higher Order Linear Differential Equations with constant coefficients | Method of Separation of Variables | Cauchy’s and Euler’s Equations | Initial and Boundary Value Problems | Solution of Partial Differential Equations |
| Analysis of Complex Variables |
Analytic Functions | Cauchy’s Integral Theorem and Integral Formula | Taylor’s and Laurent’s Series | Residue Theorem |
| Probability and Statistics |
Sampling Theorems | Condition Probability | Mean, Median, Mode, and Standard Deviation | Random Variables | Discrete and Continuous Distributions: Normal, Poisson, and Binomial Distributions | Tests of Significance: Statistical Power Analysis and Sample Size Estimation | Linear Regression and Correlation Analysis |
| Numerical Methods |
Matrix Inversion | Numerical Solutions of Nonlinear Algebraic Equations | Iterative Methods for Solving Differential Equations | Numerical Integration |
Subject-Specific Syllabus
| Topics |
Sub-Topics |
|---|---|
| Electrical Circuits |
Voltage and Current Sources - Independent, Dependent, Ideal, and Practical | Kirchoff’s Law | Superposition | Thevinin | Peak, Average, and RMS values of AC quantities | Phasor Analysis | Bode Plot |
| Signals and Systems |
Laplace and Fourier Transforms | Continuous and Discrete Signal and Systems | Sampling Theorem | Transfer Function | Frequency Response of First and Second Order Linear Time-Invariant Systems | Convolution | Z-Transform | Basics of IIR and FIR Filter |
| Analog and Digital Electronics |
Basic Characteristics and Applications of Diode | BJT and MOSFET | Boolean Algebra | MUX/DEMUX | Principles of ADC and DAC | Microprocessor - Architecture | Interfacing Memory and Input-Output Devices |
| Measurements and Control Systems |
SI Units | Systematic and Random Errors in Measurement | Expression of Uncertainity- Accuracy and Precision Index | Propagation of Errors | MI and Dynamometer Type Instruments | Bridges of Measurement of R, L, and C | Basics of Control System - Transfer Function | |
| Sensors and Bioinstrumentation |
Sensors - Resistive, Capacitive, Inductive, Piezoelectric | Hall Effect | Application of LASER in Sensing and Therapy | Origin of bio potentials and their measurement techniques - ECG, EEG, EMG, ERG, EOG, GSR, PCG | Principles of Measuring Blood Pressure | Operating Principle of Medical Equipment |
| Human Anatomy and Physiology |
Basics of Cell | Types of Tissues and Organ Systems | Gastro-Intestinal and Reproductive |
| Medical Imaging Systems |
Basic Physics | Instrumentation and Image Formation Techniques in Medical Imaging Modalities such as X-Ray, Computed Tomography |Magnetic Resonance Imaging | Ultrasound |
| Biomechanics |
Kinematics of Muscles and Joints - Free Body Diagrams and Equilibrium | Forces and Stress and Strain | Deformation Mechanics | Visco Elastic Properties | Maxwell and Voight Models | Biofluid Mechanics | |
| Biomaterials |
Basic Properties of Biomaterials - Metallic, Ceramic, Polymeric, and Composite | Fundamental Characteristics on Implants | Basics of Drug Delivery | Basics of Tissue Engineering | Biomaterial Characterization Techniques | Atomic Force Microscopy | Transmission Electron Microscopy Fourier Transform Infrared Spectroscopy |
Candidates can check the detailed exam syllabus for GATE 2026 here.
GATE 2026 Biomedical Engineering (BM) Allowed Two-Paper Combination
Candidates opting for biomedical engineering in GATE 2026 as the primary subject can opt for the following as their secondary paper in the GATE 2025 two-paper combination-
- Biotechnology (BT)
- Instrumentation Engineering (IN)
GATE 2026 Biomedical Engineering Syllabus: Exam Pattern
Candidates appearing for the GATE 2025 biomedical engineering paper must know the exam pattern. Here is the GATE Biomedical Engineering (BM) 2026 exam pattern -
The total mark for the GATE Biomedical Engineering paper is 100, of which the general aptitude section carries 15 marks. The subject-specific section comprises 85 marks. The total duration of the GATE exam is 180 minutes (3 hours) and is conducted online.
GATE 2026 Biomedical Engineering Syllabus: Recommended Books
Like many other GATE test papers, the GATE BM paper also consists of three sections: general aptitude, engineering mathematics, and core subject. All three sections will determine the candidate’s performance in the GATE 2026 exam. Candidates must practice these subjects and solve as many questions as possible to understand the concepts thoroughly. The more you practice, the more you get the hang of the subjects. Here are some top books for GATE 2026 Biomedical Engineering -
| Book Name |
Author |
|---|---|
| Quantitative Aptitude |
R.S Aggarwal |
| Non-Verbal Reasoning |
Arihant Publications |
| Wiley Acing the GATE: Engineering Mathematics and General Aptitude |
Anil Kumar Main |
| Intro to Biomedical Engineering |
Domach |
| Fundamentals of Biomedical Engineering |
G.S Sawhney |
GATE Biomedical Engineering Previous Year's Question Papers
Candidates can refer to the GATE previous year's Biomedical Engineering question papers below -
| Year | Download Here (Question Paper) | Answer Key |
|---|---|---|
| GATE 2021 Biomedical Engineering (BM) Question Paper | Download | GATE_BM_Answer_Key_2021 |
| GATE 2022 Biomedical Engineering (BM) Question Paper | Download | - |
| GATE 2023 Biomedical Engineering (BM) Question Paper | Download | - |
Read here -

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