Gtu sem 4 fees upadate : and sem 6 and 8.

NOTICE
TERM FEE EVEN SEMESTER 2020-21

All the students of B.E Sem 4 (Excluding D to D), 6 and 8 are hereby informed to submit their institute term fees (for Even semester 2020-21 only) in the tuition fees head only. The students have to pay the tuition fees as per the government norms. Term fees can only be paid through HDFC Collect Government Engineering College, Rajkot in ONLINE FEE submission mode via Internet Banking. ATM Credit/Debit card and other mode. The link to pay fees is

http://www.gecrj.ctegul.in/studentsection

STUDENT E CORNER GECR - HDFC COLLECT. The last date for

Last date

paying fees is 31-03-2021.

Official proof

Comments

What is two transistor model of scr ? Explain SCR

Power electronics Two Transistor Model of SCR full explain and pdf. Basic operating principle of SCR, can easily be understood by the two transistor model of SCR , as it is a combination of p and n layers. This is a pnpn thyristor. If we bisect it through the dotted line then we will get two transistors i.e. one pnp transistor with J 1 and J 2 junctions and another is with J 2 and J 3 junctions as shown in figure below. The relation between the collector current and emitter current is shown below Here, I C is collector current, I E is emitter current, I CBO is forward leakage current, α is common base forward current gain and relationship between I C and I B is Where, I B is base current and β is common emitter forward current gain. Let’s for transistor T 1 this relation holds And that for transistor T 2 Now, by the analysis of two transistors model we can get anode current, From equation (i) and (ii), we get, If applied gate current is I g then cathode current will b...

If K is the transformation ratio, then the secondary phase voltage of delta-delta connected three phase transformer will be

Delta-Delta Connection in Three Phase Transformers - MCQs with Answers Q1. If K is the transformation ratio, then the secondary phase voltage of delta-delta connected three phase transformer will be. a. 1 / K times of the primary phase voltage b. Equal to the primary phase voltage c. 1 / K ∧ 2 times of the primary phase voltage d. K times the primary phase voltage ANSWER: d. K times the primary phase voltage

BISECTION METHOD (BOLZANO METHOD) / what is BISECTION METHOD (BOLZANO METHOD)

Explain BISECTION METHOD (BOLZANO METHOD). Engineering maths The method is applicable for numerically solving the equation f ( x ) = 0 for the real variable x , where f is a continuous function defined on an interval [ a , b ] and where f ( a ) and f ( b ) have opposite signs. In this case a and b are said to bracket a root since, by the intermediate value theorem , the continuous function f must have at least one root in the interval ( a , b ). At each step the method divides the interval in two by computing the midpoint c = ( a + b ) / 2 of the interval and the value of the function f ( c ) at that point. Unless c is itself a root (which is very unlikely, but possible) there are now only two possibilities: either f ( a ) and f ( c ) have opposite signs and bracket a root, or f ( c ) and f ( b...

Study

Search This Blog