MTech Advanced Textile Mathematics syllabus for 1 Sem 2018 scheme 18JTT11

Module-1 Module-1 10 hours

Confidence limits- Estimation of confidence intervals, confidence limits for large and small samples, confidence limits for standard deviation and difference in mean and SD. Significance tests - interpretation of significance tests, single tail and double tail tests, chi-square distributions Analysis of variance- the design of experiments, randomised variation in experiments, randomisation, completely randomised design (CRD) and randomised block design (one way & two way ANOVA)

Module-2 Module-2 10 hours

Linear regression and time series-relation between variables, variation about regression line, regression equation, correlation coefficient, interpretation of “R”, equation for regression partial and multiple correlation. Components of time series, measurement of trend using method of least squares.

A d v e r t i s e m e n t
Module-3 Module-3 10 hours

Spinning calculations- forces acting on ring and traveller, calculations related to various drives viz, belt, rope, chain, gear etc. Details of average count and resultant count of yarn. Calculation related spin plan-preparation of spin plan for known count and known quantity of yarn produced with given spinning machinery details.

Module-4 Module-4 10 hours

Calculation s related OE spinning, Air jet spinning, and friction spinning. Calculation of no. of fibres in the yarn, calculation related to evenness of sliver, riving, single & double yarns. Weaving and knitting calculation - estimation of production of different types of preparatory machines, sizing machines and looms. Calculation of fabric weight, cloth cover, stitch density of knitted fabric, air porosity, fabric thickness. Preparation of plan for weaving industry from known machine and material parameters.

Module-5 Module-5 10 hours

Calculations in garment manufacturing - standard time, importance of GSD & its benefits in garment industry. SAM calculations using synthetic data and time study techniques. Garments CM cost estimation using SAM. Calculation of product capacity of a factory, seam efficiency, seam strength, thread consumption factor etc.