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Mad Dash Car Crash
Mad Dash Car Crash
A dissertation submitted to the Southeast University on Mad Dash Car Crash 3D Car Racing Video Games.
Abdul Kader Ripon
A Letter Template for the Institute for Biostatistics and Analyses at the Masaryk University in Brno
A Letter Template for the Institute for Biostatistics and Analyses at the Masaryk University in Brno
A template for muletter, a document class for the typesetting of letters at the Masaryk Univer­sity (Brno, Czech Repub­lic).
Vít Novotný
B.tech final year project report
B.tech final year project report
With rapid electrification of transportation , it is becoming increasingly important to have a comprehensive understanding of criteria used in motor selection.For that design and comparative evaluation of interior permanent magnet synchronous motor ,induction motor and switched reluctance motor are needed.A fast finite element analysis (FEA) modeling approach is addressed for induction motor design.Optimal turn off and turn on angles with current chopping control and angular position control are found for Switched Reluctance Motors (SRM).Noise Vibration and Harshness (NVH) analysis are done using workbench ANSYS analysis.Simulation and analytical results show that each motor topology demonstrates its own unique characteristics for Electric Vehicle / Hybrid Electric Vehicle.Each motor's highest efficiency is located at different torque-speed regions for the criteria defined.Stator geometry ,pole/slot combination and control strategy differentiate Noise Vibration and Harshness performance.
nimmi johnson
EQUAÇÕES DIFERENCIAIS PARCIAIS (EDP) EM MODELAGEM MATEMÁTICA COMPUTACIONAL
EQUAÇÕES DIFERENCIAIS PARCIAIS (EDP) EM MODELAGEM MATEMÁTICA COMPUTACIONAL
Neste artigo apresentamos a segunda parte do nosso trabalho em Modelagem 3
Armand Azonnahin
Radiación de Hawking
Radiación de Hawking
La Teoría de la Relatividad General y la Mecánica Cuántica son, sin duda, los logros más importantes de la Física del siglo XX; la primera teoría gobierna al reino de las estrellas mientras que la segunda hace lo propio con el mundo subatómico. Su importancia es tal, que si logr´aramos crear una teoría que unifique a estas dos estar´ıamos frente a la antesala de una teoría que lo explique todo. Sin embargo, hay un problema, estas dos teor´ıas son como el agua y el aceite, simplemente no funcionan juntas, se resisten a ser unidas en un único modelo coherente. Y la dificultad es tal, que su unificación es uno de los problemas más grandes de la física actual. Pero a pesar de esto, en las últimas décadas se han logrado concebir modelos que unifican estas dos teorías; el problema es que solo lo hacen de una manera limitada, es decir, solo pueden aplicarse bajo ciertas circunstancias. De todos estos modelos existe uno en particular que capta nuestra atención y del cual vamos a hablar en el presente artículo. El atractivo de este modelo es que se desarrolla en uno de los lugares más extraños y misteriosos del universo: un agujero negro. Un agujero negro es un lugar en el espacio-tiempo en el cual la gravedad es tan grande que ni siquiera la luz, lo más rápido en el universo, puede escapar. Dicho de otra forma, es el conjunto de sucesos desde los que no es posible escapar a una gran distancia. Así, la frontera del agujero negro, denominada horizonte de sucesos, está formada por los rayos de luz que están a punto de escapar del agujero negro, pero que en lugar de ello se quedan allí para siempre, congelados por la eternidad. Es en esta frontera donde se desarrolla una teoría que une elegantemente a la Teor´ıa de la Relatividad y a la Mecánica Cuántica, una teoría que propone algo que desafía al sentido común: radiación emanada de los agujeros negros, la radiación de Hawking.
Luis Alberto González José, et al.
MODAL de Physique 472A
MODAL de Physique 472A
MODAL de Physique 472A
Pierre Auclair et Brice Bakkali
Radiação de Corpo Negro
Radiação de Corpo Negro
Trabalho experimental de determinação da Constante de Planck e do comportamento de Corpo Negro para um filamento de Tungstênio a partir da determinação de temperatura por resistência e por radiação eletromagnética.
Davi
Project Report
Project Report
This is a project done as a part of academic curriculum
Sai Bhargava Ramu
Numerical and Analytic Methods in Option Pricing
Numerical and Analytic Methods in Option Pricing
In this paper we discuss how to price American, European and Asian options using a geometric Brownian motion model for stock price. We investigate the analytic solution for Black-Scholes differential equation for European options and consider numerical methods for approximating the price of other types of options. These numerical methods include Monte Carlo, binomial trees, trinomial trees and finite difference methods. We conclude our discussion with an investigation of how these methods perform with respect to the changes in different Greeks. Further analysing how the value of a certain Greeks affect the price of a given option.
Dexter Edwards

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