Showing posts with label ELECTRONIC. Show all posts
Showing posts with label ELECTRONIC. Show all posts

Monday, September 15, 2014

Digital Electronic Lock Wiring diagram Schematic

This Digital Electronic Lock Circuit Diagram shown below uses 4 common logic ICs to allow controlling a relay by entering a 4 digit number on a keypad. The first 4 outputs from the CD4017 decade counter (pins 3,2,4,7) are gated together with 4 digits from a keypad so that as the keys are depressed in the correct order, the counter will advance. As each correct key is pressed, a low level appears at the output of the dual NAND gate producing a high level at the output of the 8 input NAND at pin 13.



Digital Electronic Lock Circuit Diagram

Digital

The momentary high level from pin 13 activates a one shot schema which applies an approximate 80 millisecond positive going pulse to the clock line (pin 14) of the decade counter which advances it one count on the rising edge.

A second monostable, one shot schema is used to generate an approximate 40 millisecond positive going pulse which is applied to the common point of the keypad so that the appropriate NAND gate will see two logic high levels when the correct key is pressed (one from the counter and the other from the key). The inverted clock pulse (negative going) at pin 12 of the 74C14 and the positive going keypad pulse at pin 6 are gated together using two diodes as an AND gate (shown in lower right corner).

The output at the junction of the diodes will be positive in the event a wrong key is pressed and will reset the counter. When a correct key is pressed, outputs will be present from both monostable diagram (clock and keypad) causing the reset line to remain low and allowing the counter to advance. However, since the keypad pulse begins slightly before the clock, a 0.1uF capacitor is connected to the reset line to delay the reset until the inverted clock arrives.


The values are not critical and various other timing schemes could be used but the clock signal should be slightly longer than the keypad pulse so that the clock signal can mask out the keypad and avoid resetting the counter in the event the clock pulse ends before the keypad pulse. The fifth output of the counter is on pin 10, so that after four correct key entries have been made, pin 10 will move to a high level and can be used to activate a relay, illuminate an LED, ect. At this point, the lock can be reset simply by pressing any key. The schema can be extended with additional gates (one more CD4011) to accept up to a 8 digit code.

The 4017 counting order is 3 2 4 7 10 1 5 6 9 11 so that the first 8 outputs are connected to the NAND gates and pin 9 would be used to drive the relay or light. The 4 additional NAND gate outputs would connect to the 4 remaining inputs of the CD4068 (pins 9,10,11,12). The schema will operate from 3 to 12 volts on 4000 series CMOS but only 6 volts or less if 74HC parts are used. The schema draws very little current (about 165 microamps) so it could be powered for several months on 4 AA batteries assuming only intermittent use of the relay.
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Friday, July 1, 2011

CONVERTER 12 - 24 VCD SIMPLE SCEMATIC DIAGRAM

DC to DC converter can provide up to 24V from a 12V volt DC. It can be used to run radios, small lights, relays, horns and other 24V accessories from a 12V vehicle with a maximum draw of about 800mA. It can be used to charge one 12V battery from another, or step up the voltage just enough to provide necessary overhead for a 12V linear regulator.
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Wednesday, May 25, 2011

Electric Analog Computation

               Electronic analog computation is one of the basic concepts in the field of modern electronic computing. In electronic analog computation any equation  can be solved by using some analog circuits which is designed by using op-amps .In my assignment I try to present the concept of electronic analog computation by solving a differential equation with a correspondent circuit .

        Electronic analog computation is such kind of electronic computation in which basic analog computing elements such as adders ,integrators ,multipliers, comparators etc are used to solve any desired equation such as differential equations etc .It is the basic concepts of analog computer.
            In this a differential equation is solved by electronic analog computation.


                   Let a differential equation be :
                                          
 D2v+k1Dv+k2v-v1=0……………….(1)   Where, k1 and k2 are constant terms.

           In the starting I assumed that D2v is available in the form of a voltage .Then by means of an integrator I will get  the voltage proportional to Dv. A second integrator gives the voltage proportional to v .Then an adder gives –( k1Dv+k2v-v1)  From the equation it is equal to D2v
and hence the output of this summing amplifier is fed to the input terminal ,where I had assumed that D2v was available in the first place.

       The integrator 1 has a time constant RC=1s, and hence its output at terminal 1 is –Dv .This voltage is fed to a similar integrator 2 and the voltage at terminal 2 is +v. The voltage at terminal 1 is fed to summing amplifier 1 which gain is 1 and in the output terminal 3 I get + k1Dv- v1.
         where k1=(R/R1).At the end the output of terminal 2 and 3 are fed to summing amplifier 2,from where I will get  D2v= - (k1Dv+k2v-v1) at terminal 4.


 
Fig1.1: Electronic analog computing circuit for calculating a differential equation .

              By electronic analog computation we can solve any kind of equation by some basics circuits using op-amp .But we have to careful to set the gain of the circuits because in some steps the constant term of the equation is  represent by the gain of the correspondent circuit .So, we have to design the circuits according to gain which represents the constant term

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