Showing posts with label tutorial. Show all posts
Showing posts with label tutorial. Show all posts

Tuesday, October 31, 2017

Inductive Reactance Calculator and Tutorial

Inductive reactance is the inductor equivalent to the resistance of a resistor. Unlike a resistor, a inductor's reactance is directly proportional to frequency. An inductor exhibits zero reactance to a DC (0 Hertz) signal. As frequency goes up, the inductive reactance will goes up. At very high frequencies the capacitive reactance of circuit approaches infinity. For this reason, inductors are shorts to DC signals and open circuits to high frequencies. .

The formula for calculating capacitive reactance is:

Equation 1: Xl = 2*PI*F*L

where

Xl is the inductove reactance in Ohms
PI is the constant 3.14
F is the frequency in Hertz
L is the value of the inductance in Henries

Inductance Reactance Calculator

You can see how the inductive eactance changes with frequency and capacitance using the inductance reactance calculator below. Enter in the inductance in uH (microHenires) and the frequency in Hertz. If you enter in 0 for the frequency the calculator calculates an answer of 0. If you want to change the frequency easily, after you enter a number in the frequency box, simply hold down the up or down arrow keys on your keyboard.

What you will notice with this calculator, is that the inductive reactance is relatively low for low frequencies and low values of inductances. In order to increase the inductive reactance substancially, you will need a frequency in the megahertz region or an inductor that is in the range of of millihenries.
Inductance Reactance Calculator

Inductive Reactance Ohms :

Thursday, August 31, 2017

Capacitive Reactance Calculator and Tutorial

Capacitive reactance is the capacitor equivalent to the resistance of a resistor. Unlike a resistor, a capacitor's reactance is inversely proportional to frequency. A capacitor exhibits an infinite reactance to a DC (0 Hertz) signal. As frequency goes up, the capacitive reactance will go down. At very high frequencies the capacitive reactance of circuit approaches zero.

The formula for calculating capacitive reactance is:

Equation 1: Xc = 1/(2*PI*F*C)

where

Xc is the capacitive reactance in Ohms
PI is the constant 3.14
F is the frequency in Hertz
C is the value of the capacitor in Farads

Capacitance Reactance Calculator

You can see how the capacitive reactance changes with frequency and capacitance using the capacitance reactance calculator below. Enter in the capacitance in uF and the frequency. If you enter in 0 for the frequency the calculator calculates an answer of infinity. If you want to change the frequency easily, after you enter a number in the frequency box, simply hold down the up or down arrow keys on your keyboard.
Capacitance Reactance Calculator

Capactive Reactance Ohms :

Wednesday, August 30, 2017

Resistors in Parallel: Electronics Tutorial #10, BookMarkTutoring.com

Placing resistors in parallel reduces the overall resistance of a circuit. The equation for calculating the equivalent resistance of two or more resistors in parallel is


Equation 1: Req = 1/(1/R1 + 1/R2 + 1/R3 + ..... + 1/Rn) 

For the circuit shown below, where R1 = 2 Ohms, R2 = 4  Ohms and R3 = 4 Ohms, the equivalent resistance calculated with equation 1 is 

Req = 1/(1/R1 + 1/R2 + 1/R3)

Req = 1/(1/2 + 1/4 + 1/4) = 1/(6/12 + 3/12 + 3/12) = 1/(12/12) = 1 Ohm 


The equivalent resistance of resistors in parallel is always lower than the lowest value resistor
Circuit Applications

Resistors are often placed in parallel to construct a resistor that doesn't come in a standard value or, in many cases, to allow the use of resistors with lower power ratings. When resistors are placed in parallel the current splits between the different branches in the parallel circuit. The amount of current in each branch is proportional to the resistance in each branch. Branches with lower resistance will conduct more current. 

Another reason to place resistors in parallel is  even heat distribution. Current flow results in energy dissipation which in turn results in heat. If one resistor is used instead of several resistors in parallel the heat will be more concentrated on the circuit board. As well, the large resistor will need a higher power rating. The higher levels of concentrated heat may result in a design that has a lower mean time between failure. This can be especially true in designs that must carry a significant amount of current. 

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Sunday, August 27, 2017

Electronics Tutorial: JFET Current Voltage Characteristics: IV Curves with LTSpice


LTSpice offers one way to generate IV curves without an expensive curve tracer. However, how well LTSpice IV curves match the actual device’s IV curves depends on how accurately the JFET model matches the actual device. Not all LTSpice models are created equal. Some models are bare bones and will only give you a a rough estimate of the actual IV curves.  Most models include the pinchoff voltage and beta parameter, which take into account the drain to source saturation current. Additionally, most models are only specified for a given set of process conditions. This process condition most often corresponds to the minimum data specifications on the data sheet.

JFET  IV Characteristics (Curve Tracing)

The basic circuit for generating IV curves for a N channel is shown below. It utilizes two supplies,  one for generating the gate to source voltage (VGS) and one for generating the drain to source voltage (VDS). During the simulation, the gate to source voltage is kept constant and the drain to source voltage is stepped from 0 Volts to a maximum drain to source voltage. 

However, a complete set of IV curves requires that the drain-to-source current be measured at different VGS voltages.  The typical LTSpice simulation command for generating  a set of  JFET IV  curves is

.DC VDS 0  15 0.01 VGS -1.5 0 -0.3




LTSPICE Circuit Schematic for Generating IV Curves for a JFET


Th e DC sweep command instructs the simulator to first set the gate voltage to -1.5 volts and then sweep the VDS power supply from 0 to 15 volts in 0.01 volt steps. Once that sweep is complete, the VGS supply is incremented by -0.5 Volts to  -1.5 Volts and VDS is swept again from 0 to 15 volts  This process continues until VGS reaches 0 V. A N-Channel JFET is fully on when the gate-to-source voltage is 0 V. When VGS is at the pinchoff voltage the drain to source current is zero. For the default JFET LTSPICE model used in this example, the pinchoff parameter is at its default value of - 2 Volts.



IV Characteristics of Default N-Channel JFET LTSPICE Model


The default N-Channel default model also uses LAMBA = 0.  Because LAMBDA is zero, the slope of the IV curves in the saturation region is zero also.  For the most part, this is not the way a real JFET operates. The IV curves in the saturation region have a small slope, which is set with the value of LAMBDA. 

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LEARNING LINKS 




Friday, October 24, 2014

Functional Programming with Javascript: Library Learning Links

JavaScript Online Free Resources with Functional, API and Working Example Code Focus

Eloquent Javascript, Functional Programming 1st Edition
URL: http://eloquentjavascript.net/1st_edition/chapter6.html

An Introduction to Functional Programming
URL: http://www.srirangan.net/2011-12-functional-programming-in-javascript

Higher Order Functions, Chapter 5, Eloquent Javascript, 2nd Edition
URL: http://eloquentjavascript.net/05_higher_order.html

Functional JavaScript, Four Part Series on Functional Programming Javascript, Leland Richardson

Eloquent JavaScript, Marijn Haverbeke. Second Edition

Javascript, The Definitive Guide:
URL: http://xue.unalmed.edu.co/~caalvare/poli/doc/Oreilly.JavaScript.The.Definitive.Guide.6th.Edition.Apr.2011.pdf


Working Code for Eloquent JavaScript

Don't Be Scared of Functional Programming, Jonathon Morgan, Smashing Magazine, July 2014

Functional Javascript, Sampler, O'Reilly Press
URL: http://cdn.oreillystatic.com/oreilly/booksamplers/9781449360726_sampler.pdf

JavaScript Books with Functional, API and Working Example Code Focus

Functional JavaScript: O'Reilly Press
URL: http://books.google.com/books?id=0Fr_lxPGM6QC&pg=PR18&lpg=PR18&dq=Functional+JavaScript:+O%27Reilly+Press&source=bl&ots=906SLa3Fql&sig=pyn1CoJDf8UgCAGl4CEAfn5ObYI&hl=en&sa=X&ei=RsNKVMKDG4mZyQSv_oCIAw&ved=0CEUQ6AEwBQ#v=onepage&q=Functional%20JavaScript%3A%20O'Reilly%20Press&f=false


Effective Javascript, David Herman, Addison-Wesley
URL: http://books.google.com/books?id=Nz9iAwAAQBAJ&printsec=frontcover&dq=javascript+functional+programming+javascript&hl=en&sa=X&ei=l75KVJGmBoiZyQTktoDQBA&ved=0CFIQ6AEwCQ#v=onepage&q=javascript%20functional%20programming%20javascript&f=false

Friday, September 26, 2014

Getting rid of color cast with Picasa Free Graphic Design Software - a quick and easy tutorial


The pen and ink drawing on the left was scanned and placed into Google's Picasa graphic design software package. In order to eliminate a blue color cast, the neutral color picker (under the lighting and control fixes tab) was selected. A blue color cast point was selected with the tool so as to eliminate the blue color cast. Although the blue cast in the image was eliminated in Picasa, when uploaded to blogger, as you can see, the blue cast was not completely eliminated.

In order to eliminate the blue cast (and for that matter any other color cast) for a scanned pen and ink illustration, Picasa's infrared film icon was used (under the under the useful image processing menu).

As you can see on the drawing on the left, the blue cast was completely eliminated. Not only in Picasa, but also on blogger.

Posted By BookMarkTutoring.com

Sponsored by the Very Best Algebra Notes

Thursday, September 18, 2014

Functional Programming and Math, What you need to know

Functional programming can be better understood if one understands functional composition concepts that are often taught in precalculus and college algebra. A mathematical functional composition problem requires at least two functions. In a two function problem, the result obtained from evaluating one function is substituted into the dependent variable of another function to obtain the final output. 

For example,  given the two functions

f(x) = x + 2 

g(x) = 3x 

find the composition of g(f(2)) means to first evaluate f(2) and then substitute that value into x of g(x) to obtain the final result. 

Since f(2) = 2 + 2 = 4

Substituting 4 into x in the g(x) equation yields

g(4) = 3*4 = 12 

so g(f(2)) = 12 

Functional composition can be extended to 3 or as many functions as you like. Simply take the output of the function and feed it into the independent variable of another function. Then take that output and feed it into another function. 

Functional programming works along the same math based mindset. Functional programming takes an output of a function, such as a JavaScript function and feeds it  into another function You can chain together as many JavaScript functions as you like.  

Other concepts such as recursion also come into play in functional programming. Recursion, is slightly different than functional composition. Instead of feeding the output of the function into the independent variable of another function, you feed the output of one function back into the independent variable of  the same function. 

Posted By: Mark Stansberry, www.bookmarktutorin.com on Sept 18 2014

BookMarkTutoring.com offers onSite, onCall, onLine and inPerson tutoring in math, science, computer programming and graphic design.