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 PART - II

Chapter 6

Practical Application

Use of The General Equation To Estimate CS Of Yarns Spun From Mixings Of Cottons

 

Many workers (10, 11, 12, 13, 14) have reported results of experiments to establish that a mixing yarn CS is exactly equal to the weighted average value of the individual mixing CS values. This leads to an important inference: we can use the general equation to estimate the CS of yarns from mixings of cottons by considering any mixing fibre test value to be equal to the weighted average of the corresponding individual cotton test values. We carried out an experiment to confirm that this inference is indeed correct. We spun two cottons, one short and coarse, and the other long and fine, in isolation as well as in mixings containing varying proportions of the two. We found the CS estimates from the General Equation to be in agreement with the corresponding experimental values –Table II – 6 - ii. This is of great practical significance, as we have now a method to estimate a mixing yarn CS from fibre tests on the component cottons.

   
The General Equation: a tool for economic cotton selection
Making Use of the Equation in a Mill

Use of The General Equation To Estimate CS Of Yarns Spun From Mixings Of Cottons

Can We Modify the General Equation to Estimate CS Of Combed Yarns?

A Practicable Modification of The General Equation for Estimating Combed-yarn CS at Near Optimum T.M.

Can We Modify the General Equation to Accept HVI Data?

An Attempt To Use The Equation to Estimate Ring-spun Yarn CSP From HVI Data

An Attempt to use the General Equation to Estimate Rotor-spun Yarn CSP From HVI Data

   
PART - II
Conceptual Framework and Methodology Used to Derive the Algebraic Expressions
 
Chapter 1
Chapter 2
Chapter 3
Chapter 4
Chapter 5
Chapter 6
APPENDIX II - 1
APPENDIX II - 2
APPENDIX II - 3
APPENDIX II - 4
APPENDIX II - 5
 
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