Mathematical Expression of Triangular Signal
Using equation of line y2-y1=m(x2-x1)+c
This pulse can be represented by:
50t 0<t<1 v(t) = -50t+100 1<t<3s . 50t-200 3<t<4
Triangular Signal – Electrical Circuits
Triangular Signals are an important tool in the electronic industry. They are ubiquitous in modern electronics and are almost used in every daily appliance for Voltage, Current, and power amplifiers. In this article, we will study what a triangular signal, how does it look like. We will also represent the Triangular signal mathematically. Later we will discuss the advantages, disadvantages, and some applications of Triangular Electronic Signal. We will conclude the article by summing up what we have learned. The electronics industry especially the communication system uses these signals in various circuits and readers can read about these other signals as well.