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Mathematics for Rocket Science and Aerospace Engineering
Mathematics for Rocket Science and Aerospace Engineering
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Embark on a journey through the essential calculations and theories that underpin the science of rockets. With its comprehensive coverage, this book provides detailed insights into propulsion systems, flight dynamics, orbital mechanics, and spacecraft engineering, enabling you to design, analyze, and optimize various aspects of rocket and aerospace technology.
Key Features:
- In-depth exploration of the Rocket Equation and its pivotal role in propulsion calculations.
- Step-by-step guidance on solving practical aerospace engineering problems.
- Comprehensive Python code samples for simulations and calculations across all topics.
What You Will Learn:
- Derivation and application of the Tsiolkovsky Rocket Equation.
- Utilizing Newton's Second Law for rocket thrust and trajectory optimization.
- Conservation of momentum in rocket propulsion systems.
- Calculating mass flow rates for enhanced thrust performance.
- Specific impulse calculations for engine efficiency.
- Chemical rocket thrust equations and their variables.
- Designing electric propulsion systems with unique thrust calculations.
- Differentiating vacuum and sea-level thrust metrics.
- Building delta-V budgets for mission planning.
- Fundamentals of orbital mechanics and their applications.
- Calculating delta-V for Hohmann and bi-elliptic transfers.
- Patched conic techniques in multi-body trajectory planning.
- Determining optimal thrust-to-weight ratios.
- Evaluating efficiency in rocket engine cycles.
- Pressure and temperature dynamics within engines.
- Publisher : Independently published (September 17, 2024)
- Language : English
- Paperback : 388 pages
- ISBN-13 : 979-8339498964
- Item Weight : 1.45 pounds
- Dimensions : 6 x 0.88 x 9 inches
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