Differential Equation Based Solutions for Emerging Real-Time Problems (eBook, PDF)
Redaktion: Debnath, Papiya; Chanda, Manash; Sarkar, Biswajit
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Differential Equation Based Solutions for Emerging Real-Time Problems (eBook, PDF)
Redaktion: Debnath, Papiya; Chanda, Manash; Sarkar, Biswajit
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Modeling with differential equations is an effective tool to provide methodical and quantitative solutions to real-world phenomena including investigating measurable features, consolidation and processing of data, and designing and developing complex engineering systems. This book describes differential equations correlation with qualitative and quantitative analysis, and mathematical modeling in the engineering and applied sciences. Given equations are explained from multidimensional characterizations with MATLAB® codes.
Features:
Addresses differential equation-based approaches to…mehr
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Features:
- Addresses differential equation-based approaches to solve varied engineering problems
- Discusses derivation and solution of major equations of engineering and applied science
- Reviews qualitative and quantitative (numerical) analysis and mathematical modelling
- Includes mathematical models of the discussed problems
- Discusses MATLAB® codes
Features: code and online materials related to the differential equations.
This book is aimed at researchers graduate students in electrical and electronics engineering, control systems, electron devices society, applied physics, and engineering design.
Dieser Download kann aus rechtlichen Gründen nur mit Rechnungsadresse in A, B, BG, CY, CZ, D, DK, EW, E, FIN, F, GR, HR, H, IRL, I, LT, L, LR, M, NL, PL, P, R, S, SLO, SK ausgeliefert werden.
- Produktdetails
- Verlag: Taylor & Francis eBooks
- Seitenzahl: 312
- Erscheinungstermin: 30. Oktober 2023
- Englisch
- ISBN-13: 9781000961102
- Artikelnr.: 68948013
- Verlag: Taylor & Francis eBooks
- Seitenzahl: 312
- Erscheinungstermin: 30. Oktober 2023
- Englisch
- ISBN-13: 9781000961102
- Artikelnr.: 68948013
- Herstellerkennzeichnung Die Herstellerinformationen sind derzeit nicht verfügbar.
Production of Deteriorating Item under Trade-Credit Policy. 3. Explosion in
a Spherical Cavity Expanding with Decelerated Velocity. 4. Importance of
Differential Equations in a Retailing Strategy under Credit Period
Consideration. 5. Existence Results for the Positive Solutions of a
Third-Order Boundary-Value Problem & Numerical Algorithm Based on Bernoulli
Polynomials. 6. An Interred, Inclined Long Strike-Slip Fault in a Striped
Elastic/Viscoelastic Medium. 7. Combined Study on Time-Dependent
Deterioration and Carbon Emission for Fixed Lifetime
Substitutable/Complementary Product in a Sustainable Supply Chain
Management. 8. Framing the Slip Flow Of TiO2 Nanofluid Past an Inclined
Porous Plate Coexistence of Solar Radiation: An Application of Differential
Equation. 9. Advection Diffusion Equations and Its Applications in Sciences
and Engineering. 10. Differential Equation-Based Analytical Modeling of the
Characteristics Parameters of the Junctionless MOSFET-Based Label-Free
Biosensors. 11. Application of Differential Equation in Inventory Control.
12. The Behavior of Interacting Faults under Increasing Tectonic Forces.
13. Applications of Fixed-Point Theory in Differential Equations. 14.
Differential Equation-Based Compact 2-D Modeling of Asymmetric Gate Oxide
Heterojunction Tunnel FET.
Production of Deteriorating Item under Trade-Credit Policy. 3. Explosion in
a Spherical Cavity Expanding with Decelerated Velocity. 4. Importance of
Differential Equations in a Retailing Strategy under Credit Period
Consideration. 5. Existence Results for the Positive Solutions of a
Third-Order Boundary-Value Problem & Numerical Algorithm Based on Bernoulli
Polynomials. 6. An Interred, Inclined Long Strike-Slip Fault in a Striped
Elastic/Viscoelastic Medium. 7. Combined Study on Time-Dependent
Deterioration and Carbon Emission for Fixed Lifetime
Substitutable/Complementary Product in a Sustainable Supply Chain
Management. 8. Framing the Slip Flow Of TiO2 Nanofluid Past an Inclined
Porous Plate Coexistence of Solar Radiation: An Application of Differential
Equation. 9. Advection Diffusion Equations and Its Applications in Sciences
and Engineering. 10. Differential Equation-Based Analytical Modeling of the
Characteristics Parameters of the Junctionless MOSFET-Based Label-Free
Biosensors. 11. Application of Differential Equation in Inventory Control.
12. The Behavior of Interacting Faults under Increasing Tectonic Forces.
13. Applications of Fixed-Point Theory in Differential Equations. 14.
Differential Equation-Based Compact 2-D Modeling of Asymmetric Gate Oxide
Heterojunction Tunnel FET.