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An Assessment model for Benchmarking in Manufacturing Industries
Bhupender Singh,Sandeep Grover,Vikram Singh 보안공학연구지원센터 2015 International Journal of Hybrid Information Techno Vol.8 No.12
Benchmarking is the decisive instrument for enhancement which proficient over assessment from former organizations predictable as the best within reason. Benchmarking provides an external focus which forces the organization to seem what the competitors are adopting. The manufacturing industries are focused in this study such as service, professionalism, replace ability, credibility and many more while bringing other processes up to stain and highlights different types of Benchmarking process used for different industries. Thus, the attempt has been made by authors to present an evaluation model for Benchmarking by using ANP approach. Here, ANP approach is used on the basis of software where, group of experts were consulted to establish interrelations and to provide weight age for pair wise comparison. Mutually spirit of experts will provide the identical results for the study and reasonably cooperative for managers to give assurance for internationally manufacturing industries.
Phase-dependent thermophysical properties of a-and g-Al2O3 in aqueous suspension
Bhupender Pal,Soumya Suddha Mallick,Bonamali Pal 한국공업화학회 2015 Journal of Industrial and Engineering Chemistry Vol.25 No.-
This study demonstrates the thermal conductivity (TC) and viscosity of as prepared crystalline a-Al2O3 and amorphous g-Al2O3 particles, having size in the range of 30–50 nm. The a and g-Al2O3 aqueous suspension exhibited 10% and 6% enhancement in TC than de-ionized water, but a-Al2O3 showed (4–6%) higher TC than g-Al2O3 aqueous suspension due to more crystallinity of a phase than g phase. Ultrasonication helps in the breakdown of large clusters which further improves the dispersion stability and TC as verified by dynamic light scattering and zeta potential measurements. The Al2O3 aqueous suspension showed Newtonian characteristics at lower concentration.
GENERALIZED FRACTIONAL DIFFERINTEGRAL OPERATORS OF THE K-SERIES
( Rajeev Kumar Gupta ),( Bhupender Singh Shaktawat ),( Dinesh Kumar ) 호남수학회 2017 호남수학학술지 Vol.39 No.1
In the present paper, we further study the generalized fractional differintegral (integral and differential) operators involving Appell`s function F3 introduced by Saigo-Maeda [9], and are applied to the K-Series defined by Gehlot and Ram [3]. On account of the general nature of our main results, a large number of results obtained earlier by several authors such as Ram et al. [7], Saxena et al. [14], Saxena and Saigo [15] and many more follow as special cases.
GENERALIZED FRACTIONAL DIFFERINTEGRAL OPERATORS OF THE K-SERIES
Gupta, Rajeev Kumar,Shaktawat, Bhupender Singh,Kumar, Dinesh The Honam Mathematical Society 2017 호남수학학술지 Vol.39 No.1
In the present paper, we further study the generalized fractional differintegral (integral and differential) operators involving Appell's function $F_3$ introduced by Saigo-Maeda [9], and are applied to the K-Series defined by Gehlot and Ram [3]. On account of the general nature of our main results, a large number of results obtained earlier by several authors such as Ram et al. [7], Saxena et al. [14], Saxena and Saigo [15] and many more follow as special cases.
Certain results on extended generalized $\tau$-Gauss Hypergeometric function
Dinesh Kumar,Rajeev Kumar Gupta,Bhupender Singh Shaktawat 호남수학회 2016 호남수학학술지 Vol.38 No.4
The main aim of this paper is to introduce an extension of the generalized $\tau$-Gauss hypergeometric function $_rF_s^{\tau}(z)$ and investigate various properties of the new function such as integral representations, derivative formulas, Laplace transform, Mellin transform and fractional calculus operators. Some of the interesting special cases of our main results have been discussed.
CERTAIN RESULTS ON EXTENDED GENERALIZED T-GAUSS HYPERGEOMETRIC FUNCTION
( Dinesh Kumar ),( Rajeev Kumar Gupta ),( Bhupender Singh Shaktawat ) 호남수학회 2016 호남수학학술지 Vol.38 No.4
The main aim of this paper is to introduce an extension of the generalized ¿-Gauss hypergeometric function and in- vestigate various properties of the new function such as integral rep- resentations, derivative formulas, Laplace transform, Mellin trans- form and fractional calculus operators. Some of the interesting special cases of our main results have been discussed.
CERTAIN RESULTS ON EXTENDED GENERALIZED τ-GAUSS HYPERGEOMETRIC FUNCTION
Kumar, Dinesh,Gupta, Rajeev Kumar,Shaktawat, Bhupender Singh The Honam Mathematical Society 2016 호남수학학술지 Vol.38 No.4
The main aim of this paper is to introduce an extension of the generalized ${\tau}$-Gauss hypergeometric function $_rF^{\tau}_s(z)$ and investigate various properties of the new function such as integral representations, derivative formulas, Laplace transform, Mellin trans-form and fractional calculus operators. Some of the interesting special cases of our main results have been discussed.