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closed form analysis equations

Solving for an Optimal Batch Size for a Single Machine Using the Closed-form Equations to Minimize Inventory Cost

Solving for an Optimal Batch Size for a Single Machine Using the Closed-form Equations to Minimize Inventory Cost

... the closed-form optimal batch size equations are proposed to minimize inventory cost of 2 ...sensitivity analysis purpose. Application of the closed-form equation is provided ...

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On closed form solutions of some nonlinear  partial differential equations

On closed form solutions of some nonlinear partial differential equations

... [10] E. T. Whittaker and G. N. Watson, A Course of Modern Analysis. An Introduction to the General Theory of Infinite Processes and of Analytic Functions: with an account of the principal transcendental functions, ...

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Analysis and Design of E-CRLH TL Characteristics with New Closed-Form Solutions

Analysis and Design of E-CRLH TL Characteristics with New Closed-Form Solutions

... The objective of this study is to show a novel procedure for designing the E-CRLH TL in unbalanced, balanced, and mixed cases. By solving a set of equations explicitly, one can easily design a desired dispersion ...

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Closed-Form Solution of a Special Case of a Vehicle Longitudinal Motion Model

Closed-Form Solution of a Special Case of a Vehicle Longitudinal Motion Model

... the form of a large data set, which may be difficult to analyse and ...theoretical analysis of a special case of vehicle longitudinal ...transcendental equations was derived that represents the exact ...

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A Design Approach for Dual-Band Wilkinson Power Divider with Two Pairs of Coupled-Line Sections

A Design Approach for Dual-Band Wilkinson Power Divider with Two Pairs of Coupled-Line Sections

... odd-mode analysis, the closed-form design equations are derived for design parameters and design procedures of the proposed dual-band power divider are ...

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Closed-form equations for optimal lot sizing in deterministic EOQ models with exchangeable imperfect ACquality items

Closed-form equations for optimal lot sizing in deterministic EOQ models with exchangeable imperfect ACquality items

... Technology, Tehran, Iran, in 1979, and his MS and PhD degrees, both in Industrial Engineering, from West Vir- ginia University, USA, in 1989 and 1992, respectively. He is, currently, Professor of Industrial Engineering ...

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A Multiple Scale Method Solution for the Nonlinear Vibration of Rectangular Plates

A Multiple Scale Method Solution for the Nonlinear Vibration of Rectangular Plates

... the equations of motion for a rectangular isotropic plate have been ...the equations of motion have been transformed to a nonlinear coupled ...dimensional analysis, it is shown that the orders of ...

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Memristor-Based Reactance-Less Oscillator

Memristor-Based Reactance-Less Oscillator

... mathematical analysis is introduced. Closed-form expressions for the oscillation frequency and oscillation conditions are ...derived equations are verified with circuit simulations showing ...

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Closed-Form Analytical Equations to Transient Analysis of Bang-Bang Phase-Locked Loops

Closed-Form Analytical Equations to Transient Analysis of Bang-Bang Phase-Locked Loops

... The rest of the paper is as follows: Section 2 introduces BBPLL model with first order filter and a brief review of the existing methods. Section 3 describes the proposed methodology to derive the equations for ...

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Shear banding instability of arbitrarily inelastic granular shear flows

Shear banding instability of arbitrarily inelastic granular shear flows

... Granular materials in the so-called rapid flow regime [1, 2] exhibit various non-uniform structures, such as granular vortices, density waves, clustering, shearbanding, etc. [3–6]. Among all the non-uniform structures ...

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A Handy Approximation Technique for Closed- form and Approximate Solutions of Time- Fractional Heat and Heat-Like Equations with Variable Coefficients

A Handy Approximation Technique for Closed- form and Approximate Solutions of Time- Fractional Heat and Heat-Like Equations with Variable Coefficients

... In spite of the copious merits of the DTM over other semi- analytical methods, some levels of difficulties are still encountered when dealing mainly with nonlinearity of differential equations. This again creates ...

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On closed-form solutions to a class of ordinary differential equations

On closed-form solutions to a class of ordinary differential equations

... differential equations involve finding the solution to the associated homogeneous differential equation first and involve guessing of solutions [1, 2, ...Cauchy-Euler equations, in terms of certain ...

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Approximate Closed-form Formulae for Buckling Analysis of Rectangular Tubes under Torsion

Approximate Closed-form Formulae for Buckling Analysis of Rectangular Tubes under Torsion

... The buckling torque may be much less than the yield torque in very thin rectangular tubes under torsion. In this paper, simple closed-form formulae are presented for buckling analysis of long hollow ...

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Modeling and performance comparison of grapheme and carbon nanotube 
		based FETs

Modeling and performance comparison of grapheme and carbon nanotube based FETs

... Characteristic equations that represent the three FET models have been dealt with in Section ...parametric equations that enabled us to carry out the model simulation at 100nm which was earlier carried out ...

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A Theoretical Model of pH Based Potentiometric Biosensor Based on Immobilized Enzyme Membrane

A Theoretical Model of pH Based Potentiometric Biosensor Based on Immobilized Enzyme Membrane

... reaction-diffusion equations for substrate and product with a term containing a rate of biocatalytical transformation of ...differential equations with non-linear reaction term and with complex initial and ...

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Pricing multi asset financial derivatives with time dependent parameters—Lie algebraic approach

Pricing multi asset financial derivatives with time dependent parameters—Lie algebraic approach

... 5. Conclusion. In this paper, we apply the Lie algebraic approach to valuation of multi-asset financial derivatives with time-dependent parameters. Based upon the dy- namical symmetry of the pricing partial differential ...

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Dimensionless form of equations

Dimensionless form of equations

... • the number of initial/boundary conditions depends on the PDE type • different solution methods are required for PDEs of different type Hyperbolic equations Information propagates in ce[r] ...

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Closed-Form Modeling and Analysis of an XY Flexure-Based Nano-Manipulator

Closed-Form Modeling and Analysis of an XY Flexure-Based Nano-Manipulator

... In current experimental setup, the third mode (rota- tions about the z-axis) doesn’t show up in the measured data. Therefore, the computational analysis is employed to evaluate the nano-manipulator’s behavior ...

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A New Parameters Identification Technique for Constrained Robot

A New Parameters Identification Technique for Constrained Robot

... To include a change in robot parameters, a payload is attached to the second link; the load uncertainty affects the robot dynamic parameters. In order to estimate the model uncertainty, the performance is tested by ...

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Optimal Mortgage Refinancing: A Closed Form Solution

Optimal Mortgage Refinancing: A Closed Form Solution

... Our closed form solution has the disadvantage that we need to make several simpli- fying assumptions — ...hand, closed-form solutions are transparent, tractable, and easily verified — they are ...

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