My Account | Careers | Downloads | Blog

PROJECT TITLE :

Limitations of the Cooray–Rubinstein Formula: A Time-Domain Analysis Based on the Cagniard–DeHoop Technique

ABSTRACT:

Limitations of the Cooray–Rubinstein formula are studied analytically with the help of the Cagniard–DeHoop technique. A closed-kind approximate expression for the azimuthal magnetic field on the ground comes and numerically evaluated. The resulting correction term that reveals the restrictions of the formula and its outcomes are briefly discussed.


Did you like this research project?

To get this research project Guidelines, Training and Code... Click Here

PROJECT TITLE :Cost-Optimal Caching for D2D Networks With User Mobility: Modeling, Analysis, and Computational Approaches - 2018ABSTRACT:Caching well-liked files at the user equipments (UEs) provides an efficient way to alleviate
PROJECT TITLE :Design, Analysis, and Implementation of ARPKI: An Attack-Resilient Public-Key Infrastructure - 2018ABSTRACT:This Transport Layer Security (TLS) Public-Key Infrastructure (PKI) is based on a weakest-link security
PROJECT TITLE :Modeling, Analysis, and Scheduling of Cluster Tools With Two Independent ArmsABSTRACT:Twin-armed cluster tools for semiconductor manufacturing sometimes have had two arms fixed in opposite directions. Recently,
PROJECT TITLE :Modeling, Analysis, and Detection of Internal Winding Faults in Power TransformersABSTRACT:The winding interturn fault is critical in power transformers since its result is not simply comprehensible at lower magnitude
PROJECT TITLE :Robust Backstepping Tracking Controller for Low-Speed PMSM Positioning System: Design, Analysis, and ImplementationABSTRACT:This paper is anxious with the design and implementation of a strong position backstepping

Ready to Complete Your Academic MTech Project Work In Affordable Price ?

Project Enquiry