GATE EY study materials
GATE EY study resources

GATE EY study guide

GATE EY · Work through your exam, one topic at a time.

GATE (Graduate Aptitude Test in Engineering) is a computer based examination conducted jointly by the Indian Institute of Science (IISc), Bangalore and Indian Institutes of Technology (IITs) on behalf of Ministry of Education (MoE), Government of India. GATE tests the comprehensive understanding of the candidates in various undergraduate subjects in Engineering/Technology/Architecture and post-graduate level subjects in Science. Admissions to postgraduate programmes (Master's and Doctoral) with MoE and other Government scholarships/Assistantships in Engineering/Technology/Architecture/Science are open to those who qualify in GATE, and several Public Sector Undertakings also use GATE scores for recruitment. GATE 2027, organised by IIT Madras, offers 30 test papers with a 3 years validity. Topics on this exam: Engineering/Technology/Architecture (undergraduate-level subjects) and Science (post-graduate level subjects). The GATE EY study guide has 2 sections and about 676 words.

01

Engineering/Technology/Architecture - undergraduate-level subjects

In GATE EY the Engineering/Technology/Architecture domain is tested at undergraduate depth: short numerical problems from engineering mathematics, solid mechanics, thermodynamics and heat transfer, fluid mechanics, circuits and measurement, with a design-stream flavour (load paths, tolerances, unit systems). Marks are lost to setup errors far more often than to hard mathematics. Start from a conservation statement - mass, momentum, energy, charge - before touching numbers. Use a constitutive or state relation to convert the conserved quantity into a measurable one: σ = Eε, q = −k dT/dx, V = IR, pV = nRT.

337 words, about 2 min
02

Science - post-graduate level subjects

The science domain of GATE EY is pitched at postgraduate level: questions assume the undergraduate facts and test whether you can reason from first principles - thermodynamic consistency, equilibrium and distribution laws, kinetics versus thermodynamics, and the quantum rules behind spectra. Equilibrium means a minimum of the relevant free energy: ΔG = 0 at constant T and p, and equality of chemical potentials across phases. Every intensive-variable relation has a Maxwell partner; use it when the derivative you need is hard to measure but its twin is easy. Populations follow Boltzmann statistics: N₂/N₁ = (g₂/g₁)·exp(−ΔE/kT), with degeneracies never omitted.

339 words, about 2 min