operating at 433MHz. Our aim is to maximize the gain of the antenna and achieve impedance matching between load impedance and transmission line’s impedance. Among a wide range of different antennas‚ our group decide to build up a Yagi Uda antenna to fulfill this assignment for two main reasons. Firstly‚ the gain that Yagi Uda antenna provides is very high. Hence for transmission‚ Yagi Uda antenna makes sure all the transmitted wave to be directed to required area and for reception‚ it can receive maximum
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[4 marks] [2marks] [2marks] (b) Consider the transmission line circuit below (Figure 1). Use the Smith Chart to find SWR on the line‚ the return loss‚ the reflection coefficient at the load‚ the load admittance‚ the input impedance to the line‚ the distance to the first voltage minimum‚ the distance
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Division Multiplexing • Pages 364-368 Chapter 7 EE4512 Analog and Digital Communications Chapter 7 • Time division multiplexing (TDM) combines several low‚ fixed and predefined bit rate sources into a single high speed bit stream for transmission over a single digital communication channel: Time slots Multiplexer Demultiplexer EE4512 Analog and Digital Communications Chapter 7 • The TDM time slots have to be chosen properly. If the time slots are too small (for example
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system and components. MICROWAVE SYSTEM: A Microwave system normally consists of Transmitter subsystems including a microwave oscillator wave guide and a terminating antenna and a receiver subsystem that includes a receiving antenna transmission line or wave guides‚ A microwave amplifier and a receiver . MICROWAVE SYSTEM: MICROWAVE COMPONENTS: WAVE GUIDE TEES: Wave guide Tees may consists of the E-Plane Tee‚ H-Plane Tee‚ magic Tee‚ Hybrid rings‚ Comers
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TERRESTRIAL MICROWAVE COMMUNICATION SYSTEM DESIGN DESCRIPTION OF THE MICROWAVE BEAM: 1. The microwave beam behaves like a light beam and it tends to follow a straight line and azimuth. 2. The changes on temperature‚ pressure and relative humidity tends to refract the microwave beam. So it will follow on a slightly curved path. The radio horizon exists. 3. It is diffracted when grazing over an obstacle. A small shadow area created when some of the energy is redirected. 4. The beam
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International Journal of Advanced Technology & Engineering Research (IJATER) DESIGN AND ANALYSIS OF RECTANGULAR MICROSTRIP PATCH ANTENNA USING METAMATERIAL FOR BETTER EFFICIENCY Gourav Singh Rajput‚ Department of Electronics‚ Madhav Institute of Technology and Science Gwalior‚ (M.P); EMAIL- gouravrajput23@gmail.com Abstract In this present work‚ “Design and analysis of patch antenna using metamaterial (MTM) structure” is proposed for better improvement in the impedance bandwidth and reduction
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EM problems are quickly and accurate obtained. BACKGROUND A microstrip patch antenna is very simple in the construction using a conventional microstrip fabrication technique[1].The most two models of the rectangular patch antenna are transmission line model and the cavity model. Antenna shape Keywords-Microstrip patch antenna‚ Frequency‚ Gain‚ Beamwidth‚HFSS‚Wireless communication. 1. INTRODUCTION In recent years there is a need for more compact antennas due to rapid decrease in
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James Madison University – ISAT 493 Senior Capstone | Power Line Efficiency Analysis | By Wade Reynolds | | Advisor: Dr. James L. Barnes | Sponsored by Shenandoah Valley Electric Cooperative | | ACKNOWLEDGEMENTS I would like to thank Jason Burch and Myron Rummel for their help and support throughout the duration of the study. Jason’s help proved to be critical in overcoming some of the complex technical challenges associated with the data calculations and solutions. I would
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Project Proposal (System Engineering) Inventory System Submitted by: Mariscal Jr‚ Salvador M. Galgalan‚ Romel V. Bscs3a Comp321 Dec/15/2012 Mrs.Anthony Lomibao CHAPTER I THE PROBLEM AND ITS BACKGROUND INTRODUCTION Most small businesses nowadays‚ use computers in transacting with their
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ALL CBSE STUFF Class XI Chapter 10 – Straight Lines Maths Exercise 10.1 Question 1: Draw a quadrilateral in the Cartesian plane‚ whose vertices are (–4‚ 5)‚ (0‚ 7)‚ (5‚ –5) and (–4‚ –2). Also‚ find its area. 14 Answer Let ABCD be the given quadrilateral with vertices A (–4‚ 5)‚ B (0‚ 7)‚ C (5‚ –5)‚ and D (– 4‚ –2). Then‚ by plotting A‚ B‚ C‚ and D on the Cartesian plane and joining AB‚ BC‚ CD‚ and DA‚ SU M IT © 20 the given quadrilateral can be drawn as To find the area of quadrilateral
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