Digital Logic help
Budget: $10 – $60 USD
Hi, I am in need of theoretical help with some digital logic. I want to
Design a digital circuit that controls the blinking of Christmas lights every second (or whatever the clock cycle is set to) for a 4 color strand of lights. Assume each strand of colors is independently set on a wire and can simply be triggered by turning on that wire/strand. The lights should follow this pattern: red lights, green lights, orange lights, blue lights.
Your solution for this problem, should include at a minimum the following:
* a correct truth table for the circuit (table drawn in word or copied from Excel)
* a listing of the min and max terms
* a POS and SOP expression for the circuit
* demonstration of K-Maps or the Quine-McClusky method for reducing the expression
* a final reduced expression
* a circuit diagram for a correct solution (drawn or via a Screenshot from Logisim)
* a timing or state table (table drawn in word or copied from Excel)
And
Design a digital circuit that replicates the lighting control in several of the large classrooms at TWU. In many of these large classrooms, the lighting is split up into 3 different rows or sections of lights that can be turned on or off independently and feature 2 entry doors with a panel of 3 switches at each door to turn on the banks of lights. Specifically, 3 banks of lights should be controlled by 2 sets of 3 switches. When all the swtches are down or in the off position, all the lights should be off. If one of the switches on one of the switch banks is turned on, then 1 set of lights should turn on. If the corresponding switch on the other set of switches is turned on/toggled, then the light should go off. This should be the same for the other 2 switches controlling the other 2 banks of lights.
Your solution for this problem, should include at a minimum the following:
* a correct truth table for the circuit (table drawn in word or copied from Excel)
* a listing of the min and max terms
* a POS and SOP expression for the circuit
* demonstration of K-Maps or the Quine-McClusky method for reducing the expression
* a final reduced expression
* and a circuit diagram for a correct solution created in Logisim (drawn or via a Screenshot from Logisim)
Do these. Please let me know if you can help immediately.
Design a digital circuit that controls the blinking of Christmas lights every second (or whatever the clock cycle is set to) for a 4 color strand of lights. Assume each strand of colors is independently set on a wire and can simply be triggered by turning on that wire/strand. The lights should follow this pattern: red lights, green lights, orange lights, blue lights.
Your solution for this problem, should include at a minimum the following:
* a correct truth table for the circuit (table drawn in word or copied from Excel)
* a listing of the min and max terms
* a POS and SOP expression for the circuit
* demonstration of K-Maps or the Quine-McClusky method for reducing the expression
* a final reduced expression
* a circuit diagram for a correct solution (drawn or via a Screenshot from Logisim)
* a timing or state table (table drawn in word or copied from Excel)
And
Design a digital circuit that replicates the lighting control in several of the large classrooms at TWU. In many of these large classrooms, the lighting is split up into 3 different rows or sections of lights that can be turned on or off independently and feature 2 entry doors with a panel of 3 switches at each door to turn on the banks of lights. Specifically, 3 banks of lights should be controlled by 2 sets of 3 switches. When all the swtches are down or in the off position, all the lights should be off. If one of the switches on one of the switch banks is turned on, then 1 set of lights should turn on. If the corresponding switch on the other set of switches is turned on/toggled, then the light should go off. This should be the same for the other 2 switches controlling the other 2 banks of lights.
Your solution for this problem, should include at a minimum the following:
* a correct truth table for the circuit (table drawn in word or copied from Excel)
* a listing of the min and max terms
* a POS and SOP expression for the circuit
* demonstration of K-Maps or the Quine-McClusky method for reducing the expression
* a final reduced expression
* and a circuit diagram for a correct solution created in Logisim (drawn or via a Screenshot from Logisim)
Do these. Please let me know if you can help immediately.
Related categories:
Engineering
Electronics
Matlab and Mathematica
Electrical Engineering
Circuit Design