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It is a University which is committed to excellence and overall development of the student and one where talent is nurtured and honed in the best possible manner. Come, be a part of our never-ending journey of accomplishments and accolades.

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To stimulate curiosity and cater to the global needs of a dynamic education, The IIS University - since inception - has been promoting and encouraging research-based experiential learning among all its students.

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Mathematics for Chemists (For students without Maths in B.Sc.) | Chemistry

Mathematics for Chemists (For students without Maths in B.Sc.)

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Paper Code: 
CHY 125 A
Contact Hours: 
30.00
Objective: 

1.    To improve the analytical skills
2.    To understand the subject as tool applicable in chemical science.
 

6.00
Unit I: 
Matrix Algebra

Matrix properties: Matrix addition and multiplication, adjoint, transpose and inverse of matrices, special matrices (symmetric, skew-symmetric, unit, diagonal), determinants (examples from Huckel theory)

6.00
Unit II: 
Differential Calculus

Rules for differentiation, applications of differential calculus including maxima and minima (examples related to maximally populated rotational energy levels, Bohr’s radius and most probable velocity from Maxwell’s distribution etc.), partial differentiation, co-ordinate transformations.

6.00
Unit III: 
Integral calculus

Integral calculus:  Basic rules for integration, integration by substitution, integration by parts and through partial fraction.

6.00
Unit IV: 
Permutation, Probability ,Vector Algebra and Calculus

Permutation and Probability: permutations and combinations, probability and probability theorems, curve-fitting (including least squares fit etc.) with a general polynomial fit.

Scalars and vectors, addition, subtraction and multiplication of vectors. Vector operators: gradient, divergence and curl. (Expressions only).

6.00
Unit V: 
Elementary Differential Equations

Order and degree of differential equation solution of first order and first degree linear differential equation by variable-separable, homogenous and linear equations, applications to chemical kinetics, secular equilibria, quantum chemistry etc.

Essential Readings: 
  1. The Chemistry Maths Book; First Edition; E. Steiner; Oxford University Press, Gwalior: Oxford Public School, 1996.
  2. Basic Mathematics for Chemists; Second Edition; P. Tebbutt; John Wiley and Sons, 2001.
  3. Mathematical Methods in the Physical Sciences, I. B. Mary, John Wiley & Sons, 2006.
  4. Maths for Chemists; Second Edition; Cockett and Martin; Royal Society of Chemistry, 2012.
Academic Year: