5 Похожие Mini Karnaugh

KMAP is the application to learn, practice and verify the use ofthemethod for simplifying Karnaugh maps (aka table or KarnaughVeitchdiagram). To calculate the minimum solution or expression isbasedon the algorithm Quine-McCluskey.Solves systems 2 to 5 graphically variables, wherein for eachofthe expressionsor grouping of minterms can be graphically distinguish thetargetgroup.NO matter Supports terms.

Work with digital functions and Karnaugh maps, minimize andseetheir schematic.

Solve combinational systems up to 8variables,8 outputs by Quine-McCluskey- Display loops on Karnaugh maps- Display solutions in boolean algebraic form- Plot schematicTip: You can fill rows or columns of the truth table at oncebyfirst tapping on their header.Design sequential systems (synchronous deterministic finitestatemachines) up to 5 inputs, 5 outputs- Moore and Mealy automata- State diagram capture (long tap to edit statesandtransitions)- State codification and flip-flop excitation tables- Display solutions in boolean algebraic form- Plot schematicTip: You can change the state codification by tapping on thecellsof the qi column.Please, do leave your feedback and suggestions either by email orinthe comments below.

A simple and easy to use Karnaughmapcalculator for: 2,3, and 4 variable K-maps.- Converts truth-tables to K-map and producesminimizedoutput.- Switch from ABCD to WXYZ variableA Karnaugh Map is a method to simplify booleanalgebraexpression. Commonly used in logic design. The desiredoutput of asolution is put into a truth table and the Kmap usinggrouping willprovide the minimum number of operations on the inputand thusprovide the minimum number of physical logic gates neededtoproduce the desired output- Report any errors to richardmichalka@gmail.com

Digital Electronics is an important subject, commonforElectrical,Electronics, and Instrumentation Engineeringstudents.It dealswith the theory and practical knowledge of DigitalSystemsand howthey are implemented in various digital instruments.ThisApp havebeen developed based on the latest GATE syllabus andwillbe usefulfor Electronics Engineering students as well as forGATE,IES andother PSU exams preparation. Digital Electronics isanElectronicsthat uses binary numbers of 1 and 0 torepresentinformation 1.Number Base System 1.1 Logic Operations1.2Mathematical Operations1.3 Building Circuits with Breadboards1.4Digital Logic Gates 2.Logic Gates 2.1 LogicGates/FundamentalDigital Gates 2.2 LogicGates/Combinational Gates2.3 LogicGates/Basic Logic Gates Summary2.4 Logic Gates Summary 3.DigitalDevice 3.1 Mathematic and LogicOperations 3.2 SynchronousDevice3.3 Asynchronous Device 4.Digital Signal Processing 4.1DigitalData 4.2 Data Encoder 4.3Data Selector 5. DigitalControllers 5.1Controller Concepts 5.2Arduino 5.3 Blinking Light 6.CommunicationStandards 6.1 OpenStandards 6.2 ANSI 6.3 ISO Some ofthe topicsCovered in the appare: 1. Decimal System 2. Binary System3.Representing BinaryQuantities 4. Octal and Hexadecimal System5.Binary-To-Decimal andDecimal-to-binary Conversion6.Binary-To-Octal / Octal-To-BinaryConversion 7. HexadecimaltoDecimal/Decimal to HexadecimalConversion 8.Binary-To-Hexadecimal/Hexadecimal-To-BinaryConversion 9.Floating-Point Numbers 10.Binary Codes 11. NonWeighted Codes 12.Binary - Gray CodeConversion 13. Gray Code -Binary Conversion 14.Gray CodeApplications 15. AlphanumericCodes-ASCII code 16. EBCDICcode 17.Seven-segment Display Code 18.Error Detecting Codes 19.ErrorCorrecting Codes. 20. BooleanSwitching Algebras 21. BooleanAlgebraTheorems 22. Minterms andMaxterms 23. Sum Of Products (SOP)andProduct Of Sum (POS) 24.AND-Logic Gate 25. OR-Logic Gate26.NOT-Logic Gate 27. NAND-LogicGate 28. NOR-Logic Gate 29.XNOR-LogicGate 30. Universal Gates 31.Realization of logic functionusingNAND gates 32. Realization oflogic gates using NAND gates33.Realization of logic functionusing NOR gates 34. Realizationoflogic gates using NOR gates. 35.Tristate Logic Gates36.AND-OR-INVERT Gates 37. Schmitt Gates 38.Karnaugh Maps39.Minimization Technique 40. 2-Variable K-Map41.Grouping/CirclingK-maps 42. Example of 2-Variable K-Map groups43.3-Variable K-Map44. Example of 3-Variable K-Map 45.4-VariableK-Map 46. Example of4-Variable K-Map 47. 5-Variable K-Map48.QUINE-Mccluskeyminimization 49. QUINE-MccluskeyminimizationMethod-Example 50.Multiplexer 51. 2x1 Multiplexer 52.Design of a2:1 Mux 53. 4:1 MUX54. 8-to-1 multiplexer from SmallerMUX 55.16-to-1 multiplexer from4:1 mux 56. De-multiplexers 57.MechanicalEquivalent of aDe-Multiplexer 58. 1-to-4 De-multiplexer59.Boolean FunctionImplementation using Mux and de-Mux 60.3-variableFunction Using4-to-1 mux 61. 2 to 4 Decoder using Demux62.Arithmeticcircuits-Adders 63. Full Adder 64. Full AdderusingAND-OR 65. n-bitCarry Ripple Adder 66. 4-bit Carry RippleAdder67. Carry Look-AheadAdder 68. BCD Adder 69. 2-digit BCD Adder70.Subtracter 71. FullSubtracter 72. Parallel Binary Subtracter73.Serial BinarySubtracter. 74. Comparators 75. Encoders76.Decimal-to-BinaryEncoder 77. Priority Encoder 78. IntroductiontoSequential Circuit79. Concept of Sequential Logic 80. Inputenablesignals 81. RSLatch 82. RS Latch with Clock 83. Setup andHoldTime 84. D Latch85. JK Latch 86. T Latch 87. R-S Flip-FlopwithActive LOW Inputs88. R-S Flip-Flop with Active HIGH Inputs 89.R-SFlip-FlopImplementation with NOR gates 90. Clocked R-SFlip-FlopDigitalElectronics is part of electronics engineeringeducationcourses andtechnology degree programs of variousuniversities.