Design and Simulation of Sixth order parallel coupled line band pass Chebyshev filter
Journal Title: International Journal for Research in Applied Science and Engineering Technology (IJRASET) - Year 2015, Vol 3, Issue 5
Abstract
The aim of this paper is to simulate sixth order 16.5 Ghz parallel coupled line Chebyshev band pass filter with 0.1db ripple. Simple simulation study and calculation are presented with RT duroid 5880 substrate. Element values determination formulas are expressed in terms of microstrip line impedances. To study the simulation ADS software is used and both forward transmission |S11| and reflection coefficient |S21| are represented. The result shows that filter works well at operating frequency.
Authors and Affiliations
Shikha Swaroop Sharma, Swati Sharma
Modification for Ductile Detailing of Beam Column Joints
Earthquake resistant buildings are necessary to reduce the damage caused to structures during devastating earthquakes. One of the characteristics of earthquake resistant buildings is having an adequate design on the bea...
A Survey on Secret Image Sharing Using Discrete Wavelet Transform Watermarking Technique
Patent safety and verification have become increasingly more important in regular life. The digital watermark is one of the method invented to handle this problem. In this paper, a digitally invisible watermark is inser...
Compact embedded system based locator, detector, and dimmer Red box
As many applications like vehicle tracking, alcohol detection, accident detection, automatic dimming of light is based on sensor technology and microcontroller using embedded programming it is impossible to bring all th...
Human Activity Recognition Using Gaussian Mixtures
Objective of recognizing human activity in the growing ubiquity and mobility of video data has emerged as one of the key research topic in computer vision and machine learning. This paper considers the inclusivity of la...
- Splitting Graphs
Let G(V,E) be a graph. A dominating set is a subset S of V such that every vertex not in S is adjacent to at least one vertex in S. The cardinality of a minimum dominating set is called the domination number, (G). A do...