Extremely important topic for Digital electronics, digital circuits, computer architecture and computer science.
Full video is available on Youtube: https://youtu.be/oyOaXqx06pY
This document discusses different types of codes used to encode information for transmission and storage. It begins by explaining that encoding is required to send information unambiguously over long distances and that decoding is needed to retrieve the original information. It then provides reasons for using coding, such as increasing transmission efficiency and enabling error correction. The document proceeds to describe binary coding and how increasing the number of bits allows more items to be uniquely represented. It also discusses properties of good codes like ease of use and error detection. Specific code types are then outlined, including binary coded decimal codes, unit distance codes, error detection codes, and alphanumeric codes. Gray code and excess-3 code are explained as examples.
Shells are programs that interpret commands from the user and translate them into a language computers understand. The main types of shells in Linux are the Bourne shell, C shell, Korn shell, and Bourne Again shell (bash). Bash has become the default shell in most Linux distributions as it incorporates features from other shells while maintaining compatibility with the Bourne shell syntax used for scripts.
Data Analysis and Visualization using PythonChariza Pladin
The document is a presentation about data analysis and visualization using Python libraries. It discusses how data is everywhere and growing exponentially, and introduces a 5-step process for data analysis and decision making. It emphasizes the importance of visualizing data to analyze patterns, discover insights, support stories, and teach others. The presentation then introduces Jupyter Notebook and highlights several Python libraries for data visualization, including matplotlib, seaborn, ggplot, Bokeh, pygal, plotly, and geoplotlib.
Boolean algebra is an algebra of logic developed by George Boole between 1815-1864 to represent logical statements as an algebra of true and false. It is used to perform logical operations in digital computers by representing true as 1 and false as 0. The fundamental logical operators are AND, OR, and NOT. Boolean algebra expressions can be represented in sum of products (SOP) form or product of sums (POS) form and minimized using algebraic rules or Karnaugh maps. Minterms and maxterms are used to derive Boolean functions from truth tables in canonical SOP or POS form.
The document discusses the network layer in computer networking. It describes how the network layer is responsible for routing packets from their source to destination. It covers different routing algorithms like distance vector routing and link state routing. It also compares connectionless and connection-oriented services, as well as datagram and virtual circuit subnets. Key aspects of routing algorithms like optimality, stability, and fairness are defined.
This document discusses decoders and encoders. It defines a decoder as a circuit that accepts a binary input and activates only one output corresponding to the input. An encoder is the inverse, converting an active input to a coded output. Various types of decoders and encoders are described, including 2-to-4 decoders, 3-to-8 decoders, priority encoders, decimal-to-BCD encoders, and octal-to-binary encoders. Truth tables and logic diagrams are provided as examples. Expansion of decoders using multiple lower-order decoders is also covered.
The document discusses Gray code, which is a binary numbering system where two successive numbers differ in only one bit. This reduces switching errors during transitions between numbers. Gray code is used in digital communications and applications where normal binary could produce errors. The document provides examples to show how decimal numbers convert to binary and Gray code. In binary, more bits may change between numbers, while Gray code ensures only one bit changes.
Contents:
1.What is number system?
2.Conversions of number from one radix to another
3.Complements (1's, 2's, 9's, 10's)
4.Binary Arithmetic ( Addition, subtraction, multiplication, division)
A multiplexer is a digital circuit that has multiple inputs and a single output. It selects one of the multiple input lines to pass to its output based on a digital select line. A multiplexer uses select lines to determine which input is passed to the output. Multiplexers come in different sizes depending on the number of inputs and select lines, such as 2-to-1, 4-to-1, and 8-to-1 multiplexers. Multiplexers are used in applications such as data communications, audio/video routing, and implementing digital logic functions.
A demultiplexer is a device that takes a signal containing multiple data streams and reconstructs the original separate streams. It works in reverse of a multiplexer, which combines multiple streams into one signal. Demultiplexers come in various types depending on the number of select lines, which determine how many output streams they can separate the combined signal into, from 1-to-2 up to 1-to-16. Common applications of demultiplexers include communication systems and converting serial to parallel signals.
This document discusses demultiplexers and is authored by group members Md. Shamsuzzaman, Shaikat Saha, Shibli Sadik, and Atif Rizwan. It defines a demultiplexer as a digital switch that takes a single input and routes it to multiple outputs based on select lines. The document describes 1-to-2, 1-to-4, and 1-to-8 line demultiplexers and includes their truth table. Diagrams of demultiplexer functions are also provided.
The document discusses different number systems used in computers such as binary, decimal, hexadecimal, and octal. It explains how computers use binary digits for operations and how different number systems are converted between each other. For example, binary numbers are converted to decimal by multiplying each bit by its place value and summing the results. Negative numbers are represented using ones' complement and twos' complement in binary. Basic logic gates and flip-flops used in digital circuits are also introduced.
Encoders and decoders are combinational logic circuits that convert between binary and encoded representations. An encoder converts data into a coded format, while a decoder converts the coded data back into its original form. Specific encoder and decoder circuits are discussed, including octal to binary encoders, priority encoders, binary decoders, BCD to decimal decoders, and BCD to seven segment decoders. Truth tables and schematic diagrams are provided to illustrate how these circuits function.
This document discusses binary coded decimal (BCD). It defines BCD as a numerical code that assigns a 4-bit binary code to each decimal digit from 0 to 9. Numbers larger than 9 are expressed digit by digit in BCD. BCD is used because it is easy to encode/decode decimals and useful for digital systems that display decimal outputs. The document also describes how addition and subtraction are performed in BCD through binary addition rules and handling carries.
This document discusses parity generators and checkers, which are used to detect errors in digital data transmission. It explains that a parity generator adds an extra parity bit to binary data to make the total number of 1s either even or odd. This allows a parity checker circuit at the receiver to detect errors if the number of 1s is the wrong parity. It provides truth tables and logic diagrams for 3-bit even and odd parity generators and an even parity checker. The boolean expressions for the parity generator and checker circuits are also derived.
A combinational circuit is a logic circuit whose output is solely determined by the present input. It has no internal memory and its output depends only on the current inputs. A half adder is a basic combinational circuit that adds two single bits and produces a sum and carry output. A full adder adds three bits and produces a sum and carry like the half adder. Other combinational circuits discussed include half and full subtractors, decoders, encoders, and priority encoders.
Group members for the project are Falah Hassan, Maidah Malik, and Maria Khan. The document discusses half adders and full adders. A half adder adds two binary digits and produces a sum and carry output. It is built from two logic gates. A full adder accepts two input bits and a carry input, and produces a sum and carry output. It is implemented using two half adders joined by an OR gate. The main difference between a half adder and full adder is that a full adder has three inputs and two outputs, allowing multiple adders to be chained to add more bits.
Shift registers are digital circuits composed of flip-flops that can shift data from one stage to the next. They can be configured for serial-in serial-out, serial-in parallel-out, parallel-in serial-out, or parallel-in parallel-out data movement. Common applications include converting between serial and parallel data, temporary data storage, and implementing counters. MSI shift registers like the 74LS164 and 74LS166 provide 8-bit shift register functionality.
Multiplexers and demultiplexers allow digital information from multiple sources to be routed through a single line. A multiplexer has multiple data inputs, select lines to choose an input, and a single output. A demultiplexer has a single input, select lines to choose an output, and multiple outputs. Bigger multiplexers and demultiplexers can be built by cascading smaller ones. Multiplexers can implement logic functions by using the select lines as variables and routing the input lines to the output.
In which i describe all the features of decoder. All the functionalities describe with the circuits and truth tables. So download and learn more about decoder. Decoder Full Presentation.
This document provides an overview of different digital logic families. It begins by introducing logic gates and integrated circuits. It then classifies logic families as either bipolar or unipolar, and lists examples of each. Key specifications of digital ICs are defined, including propagation delay, fan-in/fan-out, input/output logic levels, and noise margin. Transistor-transistor logic (TTL) and complementary metal-oxide-semiconductor (CMOS) circuits are described. The TTL NAND gate uses multiple emitter transistors while the CMOS NAND gate uses both P-channel and N-channel MOSFETs. Emitter-coupled logic (ECL) provides the fastest
In this you learn about the topic multiplexer and De-multiplexer in a very easy method.
You learn types of Multiplexer, Types of De-multiplexer,
Relation between Multiplexer (MUX) and De-Multiplexer (Dmux).
Difference between MUX and DMUX
This document describes basic logic gates and their functions. It explains that an AND gate outputs 1 only when all inputs are 1, while an OR gate outputs 1 if any input is 1. A NOT gate inverts the input, and a NAND gate outputs 1 when any input is 0. A NOR gate only outputs 1 when all inputs are 0, and an XOR gate outputs 1 when the inputs are different.
A multiplexer has multiple inputs and a single output line, using select lines to determine which input is connected to the output. It is used to increase the amount of data that can be sent over a network. A demultiplexer is the reverse, with one input and multiple output lines, using select lines to send a signal to one of the output lines. Both are used in communication systems, computer memory, and other applications to efficiently transmit data or connect parts of a system.
This document discusses combinational logic circuits such as adders, subtractors, multipliers, decoders, and multiplexers. It provides circuit diagrams and truth tables for half adders, full adders, half subtractors, full subtractors, decoders, and multiplexers. It also describes how to build binary adders and subtractors using these basic components and how multiplication of binary numbers is performed.
This document summarizes a lecture on number systems and binary codes for an electrical engineering course. It discusses hexadecimal, octal, and binary number systems as well as binary-decimal conversions. It also covers signed, unsigned, and 2's complement numbers, floating point format, BCD code, Gray code, and error detection codes like parity bits. Examples are provided for binary-octal/hexadecimal conversions, 2's complement, BCD addition, and using parity bits. The lecture aims to explain alternate number representations and error detection methods for digital logic design.
The document discusses Gray code, which is a binary numbering system where two successive numbers differ in only one bit. This reduces switching errors during transitions between numbers. Gray code is used in digital communications and applications where normal binary could produce errors. The document provides examples to show how decimal numbers convert to binary and Gray code. In binary, more bits may change between numbers, while Gray code ensures only one bit changes.
Contents:
1.What is number system?
2.Conversions of number from one radix to another
3.Complements (1's, 2's, 9's, 10's)
4.Binary Arithmetic ( Addition, subtraction, multiplication, division)
A multiplexer is a digital circuit that has multiple inputs and a single output. It selects one of the multiple input lines to pass to its output based on a digital select line. A multiplexer uses select lines to determine which input is passed to the output. Multiplexers come in different sizes depending on the number of inputs and select lines, such as 2-to-1, 4-to-1, and 8-to-1 multiplexers. Multiplexers are used in applications such as data communications, audio/video routing, and implementing digital logic functions.
A demultiplexer is a device that takes a signal containing multiple data streams and reconstructs the original separate streams. It works in reverse of a multiplexer, which combines multiple streams into one signal. Demultiplexers come in various types depending on the number of select lines, which determine how many output streams they can separate the combined signal into, from 1-to-2 up to 1-to-16. Common applications of demultiplexers include communication systems and converting serial to parallel signals.
This document discusses demultiplexers and is authored by group members Md. Shamsuzzaman, Shaikat Saha, Shibli Sadik, and Atif Rizwan. It defines a demultiplexer as a digital switch that takes a single input and routes it to multiple outputs based on select lines. The document describes 1-to-2, 1-to-4, and 1-to-8 line demultiplexers and includes their truth table. Diagrams of demultiplexer functions are also provided.
The document discusses different number systems used in computers such as binary, decimal, hexadecimal, and octal. It explains how computers use binary digits for operations and how different number systems are converted between each other. For example, binary numbers are converted to decimal by multiplying each bit by its place value and summing the results. Negative numbers are represented using ones' complement and twos' complement in binary. Basic logic gates and flip-flops used in digital circuits are also introduced.
Encoders and decoders are combinational logic circuits that convert between binary and encoded representations. An encoder converts data into a coded format, while a decoder converts the coded data back into its original form. Specific encoder and decoder circuits are discussed, including octal to binary encoders, priority encoders, binary decoders, BCD to decimal decoders, and BCD to seven segment decoders. Truth tables and schematic diagrams are provided to illustrate how these circuits function.
This document discusses binary coded decimal (BCD). It defines BCD as a numerical code that assigns a 4-bit binary code to each decimal digit from 0 to 9. Numbers larger than 9 are expressed digit by digit in BCD. BCD is used because it is easy to encode/decode decimals and useful for digital systems that display decimal outputs. The document also describes how addition and subtraction are performed in BCD through binary addition rules and handling carries.
This document discusses parity generators and checkers, which are used to detect errors in digital data transmission. It explains that a parity generator adds an extra parity bit to binary data to make the total number of 1s either even or odd. This allows a parity checker circuit at the receiver to detect errors if the number of 1s is the wrong parity. It provides truth tables and logic diagrams for 3-bit even and odd parity generators and an even parity checker. The boolean expressions for the parity generator and checker circuits are also derived.
A combinational circuit is a logic circuit whose output is solely determined by the present input. It has no internal memory and its output depends only on the current inputs. A half adder is a basic combinational circuit that adds two single bits and produces a sum and carry output. A full adder adds three bits and produces a sum and carry like the half adder. Other combinational circuits discussed include half and full subtractors, decoders, encoders, and priority encoders.
Group members for the project are Falah Hassan, Maidah Malik, and Maria Khan. The document discusses half adders and full adders. A half adder adds two binary digits and produces a sum and carry output. It is built from two logic gates. A full adder accepts two input bits and a carry input, and produces a sum and carry output. It is implemented using two half adders joined by an OR gate. The main difference between a half adder and full adder is that a full adder has three inputs and two outputs, allowing multiple adders to be chained to add more bits.
Shift registers are digital circuits composed of flip-flops that can shift data from one stage to the next. They can be configured for serial-in serial-out, serial-in parallel-out, parallel-in serial-out, or parallel-in parallel-out data movement. Common applications include converting between serial and parallel data, temporary data storage, and implementing counters. MSI shift registers like the 74LS164 and 74LS166 provide 8-bit shift register functionality.
Multiplexers and demultiplexers allow digital information from multiple sources to be routed through a single line. A multiplexer has multiple data inputs, select lines to choose an input, and a single output. A demultiplexer has a single input, select lines to choose an output, and multiple outputs. Bigger multiplexers and demultiplexers can be built by cascading smaller ones. Multiplexers can implement logic functions by using the select lines as variables and routing the input lines to the output.
In which i describe all the features of decoder. All the functionalities describe with the circuits and truth tables. So download and learn more about decoder. Decoder Full Presentation.
This document provides an overview of different digital logic families. It begins by introducing logic gates and integrated circuits. It then classifies logic families as either bipolar or unipolar, and lists examples of each. Key specifications of digital ICs are defined, including propagation delay, fan-in/fan-out, input/output logic levels, and noise margin. Transistor-transistor logic (TTL) and complementary metal-oxide-semiconductor (CMOS) circuits are described. The TTL NAND gate uses multiple emitter transistors while the CMOS NAND gate uses both P-channel and N-channel MOSFETs. Emitter-coupled logic (ECL) provides the fastest
In this you learn about the topic multiplexer and De-multiplexer in a very easy method.
You learn types of Multiplexer, Types of De-multiplexer,
Relation between Multiplexer (MUX) and De-Multiplexer (Dmux).
Difference between MUX and DMUX
This document describes basic logic gates and their functions. It explains that an AND gate outputs 1 only when all inputs are 1, while an OR gate outputs 1 if any input is 1. A NOT gate inverts the input, and a NAND gate outputs 1 when any input is 0. A NOR gate only outputs 1 when all inputs are 0, and an XOR gate outputs 1 when the inputs are different.
A multiplexer has multiple inputs and a single output line, using select lines to determine which input is connected to the output. It is used to increase the amount of data that can be sent over a network. A demultiplexer is the reverse, with one input and multiple output lines, using select lines to send a signal to one of the output lines. Both are used in communication systems, computer memory, and other applications to efficiently transmit data or connect parts of a system.
This document discusses combinational logic circuits such as adders, subtractors, multipliers, decoders, and multiplexers. It provides circuit diagrams and truth tables for half adders, full adders, half subtractors, full subtractors, decoders, and multiplexers. It also describes how to build binary adders and subtractors using these basic components and how multiplication of binary numbers is performed.
This document summarizes a lecture on number systems and binary codes for an electrical engineering course. It discusses hexadecimal, octal, and binary number systems as well as binary-decimal conversions. It also covers signed, unsigned, and 2's complement numbers, floating point format, BCD code, Gray code, and error detection codes like parity bits. Examples are provided for binary-octal/hexadecimal conversions, 2's complement, BCD addition, and using parity bits. The lecture aims to explain alternate number representations and error detection methods for digital logic design.
Data Encryption standard in cryptographyNithyasriA2
The document discusses the Data Encryption Standard (DES) algorithm. It provides an overview of DES, including its history, encryption process, key generation process, and decryption process. It describes how DES uses a Feistel cipher structure with a 64-bit block size and 56-bit key. It also discusses various attacks that have been performed on DES, such as differential cryptanalysis and linear cryptanalysis, and how DES has been shown to be insecure due to increases in computational power allowing brute force attacks. Improved versions of DES using multiple encryptions, such as triple DES, are also summarized to increase the key size and security.
This document discusses various coding schemes including:
- Binary coded decimal (BCD) which assigns a weight to each digit position to represent decimal numbers. Other positively weighted codes and negatively weighted codes are also discussed.
- Gray code which minimizes the number of bit changes between adjacent values represented. This is useful for applications like thumbwheels.
- Character encoding standards like ASCII, EBCDIC, and Unicode which can represent larger character sets with more bits per character.
- Floating point number representation with sign, exponent and mantissa fields.
A simple parity-check code is a single-bit error-detection code where the codeword is one bit longer than the dataword. It encodes a k-bit dataword into an n-bit codeword where n=k+1. The minimum Hamming distance is 2, meaning it can detect a single bit error but cannot correct errors. It calculates the parity or XOR of the bits to generate the additional check bit and uses this to determine if an error is detected by comparing the parity of the received codeword.
Binary codes can be weighted or unweighted. Weighted codes assign decimal weights to bits, like the 8-4-2-1 code. BCD is a weighted code representing each decimal digit with 4 bits. Gray code has only one bit changing between adjacent codes, making it useful for encoding shaft rotations. 1's complement inverts all bits, 2's complement adds 1 to the 1's complement. These complements allow subtraction to be performed using addition by adding the complement.
Digital Fundamental - Binary Codes-Logic GatesVidhyaB10
Binary Codes,
This ppt gives a brief explanation about the digital and codes and logic gates that can be widely used. Weighted Codes, Binary codes, ASCII Codes, Parity Codes all can be used widely. A logic gate is an idealized model of computation or physical electronic device implementing a Boolean function, a logical operation performed on one or more binary inputs that produces a single binary output.
Logic gates are the basic building blocks of any digital system. It is an electronic circuit having one or more than one input and only one output.
The relationship between the input and the output is based on a certain logic. Based on this, logic gates are named as AND gate, OR gate, NOT gate etc.
, binary digits also be utilized to make such various innumerable combinations. These may be considered as Binary Codes.
Other than the commonly used 8421 code or BCD code, other Binary Codes like 2421 code, 5211 code, reflective code, sequential code, non-weighted code, excess-3 code and Gray code are also popular.
The document provides information about a digital electronics lab manual for Pune Vidyarthi Griha's College of Engineering in Nashik, India. It includes an index of assignments for topics like adders, code converters, flip flops, counters, and VHDL. The assignments are divided into groups A through D. The second assignment provides details on designing code converters for binary to gray, gray to binary, BCD to excess-3, and excess-3 to BCD. It describes the various code systems and provides truth tables and logic diagrams for realizing the four code conversions.
This document discusses various binary codes used to represent decimal numbers in digital systems, including:
- Binary coded decimal (BCD) code, which represents each decimal digit with a unique 4-bit code. BCD addition and arithmetic are explained.
- Gray code, a cyclic code where only one bit changes between adjacent numbers. Gray code is used in applications like shaft encoders due to this property. Conversion between binary and Gray code is covered.
- Other decimal codes like excess-3 code and weighted codes are mentioned for representing decimal numbers in binary. Arithmetic operations in BCD using 10's complement for signed numbers is also summarized.
Boolean logic uses binary values of true and false to represent logical conditions and relationships, allowing computers to make decisions through simple comparisons. It is based on an algebraic system developed by George Boole to represent logical statements and expressions, and maps nicely to the binary system computers use to store data as 1s and 0s. Boolean logic operations like AND, OR, and NOT are used to combine conditions and help programs evaluate expressions to determine program flow and output.
What are computer codes, Types of computer codes, BCD, EBCDIC, ASCII, Gray code, Excess-3 code, Unicode. Conversion of a given decimal digit in to its equivalent BCD code, ASCII Conversions, Gray code conversions, Types of Unicode, EBCDIC code.
Implementation of Gray to Binary Code Conversionindrajithgoswami
In this presentation we discussed about Gray to Binary code conversion. We can see the use case of this experiment in real life in digital circuits to maintain the signals. Gray codes are very useful in the normal sequence of binary numbers generated by the hardware that may cause an error or ambiguity during the transition from one number to the next. So, the Gray code can eliminate this problem easily since only one bit changes its value during any transition between two numbers.
This document discusses various topics in network security including cryptography, symmetric and asymmetric encryption algorithms, digital signatures, and firewalls. It provides detailed explanations and examples of symmetric key algorithms like monoalphabetic and polyalphabetic substitution ciphers, transpositional ciphers, and block ciphers like DES. It also covers asymmetric key algorithms like RSA and their use for encryption and digital signatures. Finally, it describes packet filter and proxy based firewalls and how they can be used to control network access.
12.Representation of signed binary numbers. Binary codes - BCD code, Gray co...JatinJatin30
This document discusses representation of binary numbers and binary codes. It covers:
- Unsigned and signed binary number representation including sign-magnitude and 1's/2's complement forms.
- Binary coded decimal (BCD) which assigns a 4-bit code to each decimal digit from 0-9. BCD is useful for digital displays that show decimal numbers.
- Excess-3 code which adds 3 to each decimal digit before converting to binary.
- Gray code which increments only one bit at a time to avoid errors during counting. Conversion between binary and gray code is covered.
power point presentation regarding the number system conversions, representation of negative numbers and various codes of representations and error detection and correction codes.
The document discusses encryption and decryption techniques. It describes substitution and transposition as two types of encryption techniques. It then discusses symmetric key cryptography which uses a single key for encryption and decryption, providing examples of algorithms like DES, Triple DES, and Blowfish. It proceeds to describe the DES algorithm in more detail, outlining its key generation process and the steps involved, including initial permutation, expansion, substitution using S-boxes, and final permutation. Finally, it briefly introduces asymmetric key algorithms like RSA which use public and private key pairs.
The Elphinstonian 1988-College Building Centenary Number (2).pdfMukesh Tekwani
This is the 1988 issue of The Elphinstonian, the annual magazine of Elphinstone College, Mumbai. This is the special issue to commemorate the Century of the Elphinstone College Building in Mumbai.
This document contains lecture notes on various topics related to gravitation and orbital mechanics:
1. It defines Newton's law of gravitation and the gravitational constant G.
2. It discusses the difference between G and g, the acceleration due to gravity, and derives the relation between the two.
3. It then covers concepts like the critical velocity, time period, binding energy, and escape velocity required for a satellite to orbit or escape the gravitational pull of Earth.
4. Additional topics include weightlessness in satellites, variation of g with altitude and depth, and the definition of latitude.
ISCE-Class 12-Question Bank - Electrostatics - PhysicsMukesh Tekwani
This is a 14 page question bank on the chapters of Electrostatics. This is based on the syllabus of most Board exams such as CBSE, ISCE and state boards.
Hexadecimal to Binary Conversion. The complete video of this with audio explanation is also available on YouTube at
https://youtu.be/vG2Ugs9AbtA
Hexadecimal to Decimal Conversion
The complete video with audio explanation is also available on YouTube:
https://youtu.be/s00ATvUIFDw
Hexadecimal to Octal Conversion
The complete video with audio explanation is also available on YouTube :
https://youtu.be/99ONrcpIH0M
Converting Gray Code to Binary Code.
Complete video with audio explanation is available on YouTube:
https://youtu.be/t849K9B0QLQ
This video explains the method of converting a decimal number to a binary number. Many solved examples are given here and also two exercises which you can attempt on your own and then check the answers.
I have also discussed the concept of LSB (least significant bit) and MSB (most significant bit), and also least significant digit (LSD) and most significant digit (MSD).
This topic is important for following courses: class 11 and 12 computer science of all state boards, class 11 and 12 physics, BSc Computer science, BSc IT, MCA (Masters degree in Computer Applications), BTech, BE (First Year), and many competitive examinations.
Free Lectures on YouTube for IGCSE Physics for the syllabus effective 2020-21. These lectures cover the syllabus of IGCSE and a major part of GCSE syllabus also.
1. The Hidden Meaning of Words in Science Question Papers
2. Scientific Notation or Powers of Ten Notation
3. Units and Base Quantities
4. What is Physics?
Refraction and dispersion of light through a prismMukesh Tekwani
This document contains 20 important theory questions about refraction and dispersion of light through a prism. Some key topics covered are:
1) The angle of deviation of light passing through a prism depends on factors like the refracting angle of the prism and the angle of incidence of light.
2) When white light passes through a prism, it disperses into its constituent colors due to the refractive index of the material being different for different wavelengths of light.
3) In the position of minimum deviation, the angles of incidence and refraction of a monochromatic light ray passing through a prism are related to the refracting angle of the prism.
This document contains important theory questions about refraction of light at a plane surface and total internal reflection. It includes 24 multiple choice and derivation questions covering topics such as Snell's law, refractive index, critical angle, total internal reflection, mirages, reflecting prisms, reversing prisms, erecting prisms, optical fibers, and their applications. The document was prepared by Mukesh N Tekwani and provides a comprehensive review of key concepts and formulas relating to the refraction and total internal reflection of light.
This document contains 10 important theory questions about spherical mirrors. It defines key terms used to describe spherical mirrors such as pole, center of curvature, radius of curvature, principal axis, aperture, principal focus, focal length and focal plane. It also derives several important relationships for spherical mirrors, including that the focal length of a concave or convex mirror of small aperture is half the radius of curvature, and the mirror formula relating the focal length to the object and image distances. Finally, it derives the magnification formula for concave mirrors and asks which type of spherical mirror is preferable for observing traffic from a car.
Atom, origin of spectra Bohr's theory of hydrogen atomMukesh Tekwani
This document contains 15 important theory questions about Rutherford's alpha particle scattering experiment, Rutherford's model of the atom, its limitations, Bohr's model of the hydrogen atom, Bohr's postulates, expressions for the stationary and kinetic energy levels of an electron in the hydrogen atom, the energy level diagram for hydrogen showing different emission series, and definitions of terms like Rydberg constant, excitation potential, and ionization potential. The questions are related to key experiments and models in the development of atomic structure and spectra.
Refraction of light at spherical surfaces of lensesMukesh Tekwani
This document contains 15 important theory questions about refraction of light at spherical surfaces and lenses. It includes questions about sign convention in optics, the optical center of a lens, focal length of concave and convex lenses, lens maker's formula, derivation of expressions for refraction at single spherical surfaces and thin lens combinations, linear magnification by a lens, location of a virtual image formed by a convex lens based on focal length, dependence of focal length on wavelength, definition and unit of power of a lens, definition of 1 dioptre, formula for combined power of two lenses in contact, and laws governing image formation by lenses. The questions cover key concepts like derivation, definition, diagrams, formulas, and image formation.
This document outlines the unit-wise weightage for the February 2020 ISCE Class 12 Physics board exam. Unit 3 on Magnetic Effects of Current and Magnetism has the highest weightage at 16. Other highly weighted units include Electromagnetic Induction and Alternating Currents at 14, and Optics at 12. The lowest weighted units are Communication Systems at 2 and Electronic Devices at 8.
What is Cyber Law? Why is cyber security law needed? International cyber law. What is copyright? What are security, controls, privacy, piracy and ethics? Code of ethics for computer professionals. What is cyber insurance?
The document discusses the disadvantages of HTML and the advantages of using XML instead. It notes that HTML lacks structure, syntax checking, and is not suitable for data interchange or describing semantics. XML was designed to store, describe, and transport data, unlike HTML which was designed for display. XML simplifies data sharing and transport between applications since it separates data from presentation and uses plain text. It also allows for international character support and makes data more available and reusable.
This presentation discusses various social media platforms and provides information on social media, social media analytics, and social media marketing. It defines social media as online communication channels used for sharing content and collaboration. It explains that social media analytics involves gathering and analyzing data from social media sites to make business decisions. Social media marketing aims to create shareable content to expose brands and increase reach. The presentation then outlines popular social media platforms like Facebook, Twitter, LinkedIn, Wikipedia and Pinterest, describing their basic uses and features. It concludes with discussing precautions to take when using these social media sites.
What is the TCP-IP reference model? Comparison with OSI Model. Functions of the various layers of TCP model. Connection-oriented and connectionless services.
Video on OSI Model is here: https://youtu.be/b-JU9aWdoP8
withe exam questions
"Feed Water Heaters in Thermal Power Plants: Types, Working, and Efficiency G...Infopitaara
A feed water heater is a device used in power plants to preheat water before it enters the boiler. It plays a critical role in improving the overall efficiency of the power generation process, especially in thermal power plants.
🔧 Function of a Feed Water Heater:
It uses steam extracted from the turbine to preheat the feed water.
This reduces the fuel required to convert water into steam in the boiler.
It supports Regenerative Rankine Cycle, increasing plant efficiency.
🔍 Types of Feed Water Heaters:
Open Feed Water Heater (Direct Contact)
Steam and water come into direct contact.
Mixing occurs, and heat is transferred directly.
Common in low-pressure stages.
Closed Feed Water Heater (Surface Type)
Steam and water are separated by tubes.
Heat is transferred through tube walls.
Common in high-pressure systems.
⚙️ Advantages:
Improves thermal efficiency.
Reduces fuel consumption.
Lowers thermal stress on boiler components.
Minimizes corrosion by removing dissolved gases.
Raish Khanji GTU 8th sem Internship Report.pdfRaishKhanji
This report details the practical experiences gained during an internship at Indo German Tool
Room, Ahmedabad. The internship provided hands-on training in various manufacturing technologies, encompassing both conventional and advanced techniques. Significant emphasis was placed on machining processes, including operation and fundamental
understanding of lathe and milling machines. Furthermore, the internship incorporated
modern welding technology, notably through the application of an Augmented Reality (AR)
simulator, offering a safe and effective environment for skill development. Exposure to
industrial automation was achieved through practical exercises in Programmable Logic Controllers (PLCs) using Siemens TIA software and direct operation of industrial robots
utilizing teach pendants. The principles and practical aspects of Computer Numerical Control
(CNC) technology were also explored. Complementing these manufacturing processes, the
internship included extensive application of SolidWorks software for design and modeling tasks. This comprehensive practical training has provided a foundational understanding of
key aspects of modern manufacturing and design, enhancing the technical proficiency and readiness for future engineering endeavors.
Analysis of reinforced concrete deep beam is based on simplified approximate method due to the complexity of the exact analysis. The complexity is due to a number of parameters affecting its response. To evaluate some of this parameters, finite element study of the structural behavior of the reinforced self-compacting concrete deep beam was carried out using Abaqus finite element modeling tool. The model was validated against experimental data from the literature. The parametric effects of varied concrete compressive strength, vertical web reinforcement ratio and horizontal web reinforcement ratio on the beam were tested on eight (8) different specimens under four points loads. The results of the validation work showed good agreement with the experimental studies. The parametric study revealed that the concrete compressive strength most significantly influenced the specimens’ response with the average of 41.1% and 49 % increment in the diagonal cracking and ultimate load respectively due to doubling of concrete compressive strength. Although the increase in horizontal web reinforcement ratio from 0.31 % to 0.63 % lead to average of 6.24 % increment on the diagonal cracking load, it does not influence the ultimate strength and the load-deflection response of the beams. Similar variation in vertical web reinforcement ratio leads to an average of 2.4 % and 15 % increment in cracking and ultimate load respectively with no appreciable effect on the load-deflection response.
The Fluke 925 is a vane anemometer, a handheld device designed to measure wind speed, air flow (volume), and temperature. It features a separate sensor and display unit, allowing greater flexibility and ease of use in tight or hard-to-reach spaces. The Fluke 925 is particularly suitable for HVAC (heating, ventilation, and air conditioning) maintenance in both residential and commercial buildings, offering a durable and cost-effective solution for routine airflow diagnostics.
This paper proposes a shoulder inverse kinematics (IK) technique. Shoulder complex is comprised of the sternum, clavicle, ribs, scapula, humerus, and four joints.
π0.5: a Vision-Language-Action Model with Open-World GeneralizationNABLAS株式会社
今回の資料「Transfusion / π0 / π0.5」は、画像・言語・アクションを統合するロボット基盤モデルについて紹介しています。
拡散×自己回帰を融合したTransformerをベースに、π0.5ではオープンワールドでの推論・計画も可能に。
This presentation introduces robot foundation models that integrate vision, language, and action.
Built on a Transformer combining diffusion and autoregression, π0.5 enables reasoning and planning in open-world settings.
"Boiler Feed Pump (BFP): Working, Applications, Advantages, and Limitations E...Infopitaara
A Boiler Feed Pump (BFP) is a critical component in thermal power plants. It supplies high-pressure water (feedwater) to the boiler, ensuring continuous steam generation.
⚙️ How a Boiler Feed Pump Works
Water Collection:
Feedwater is collected from the deaerator or feedwater tank.
Pressurization:
The pump increases water pressure using multiple impellers/stages in centrifugal types.
Discharge to Boiler:
Pressurized water is then supplied to the boiler drum or economizer section, depending on design.
🌀 Types of Boiler Feed Pumps
Centrifugal Pumps (most common):
Multistage for higher pressure.
Used in large thermal power stations.
Positive Displacement Pumps (less common):
For smaller or specific applications.
Precise flow control but less efficient for large volumes.
🛠️ Key Operations and Controls
Recirculation Line: Protects the pump from overheating at low flow.
Throttle Valve: Regulates flow based on boiler demand.
Control System: Often automated via DCS/PLC for variable load conditions.
Sealing & Cooling Systems: Prevent leakage and maintain pump health.
⚠️ Common BFP Issues
Cavitation due to low NPSH (Net Positive Suction Head).
Seal or bearing failure.
Overheating from improper flow or recirculation.
RICS Membership-(The Royal Institution of Chartered Surveyors).pdfMohamedAbdelkader115
Glad to be one of only 14 members inside Kuwait to hold this credential.
Please check the members inside kuwait from this link:
https://www.rics.org/networking/find-a-member.html?firstname=&lastname=&town=&country=Kuwait&member_grade=(AssocRICS)&expert_witness=&accrediation=&page=1
Lidar for Autonomous Driving, LiDAR Mapping for Driverless Cars.pptxRishavKumar530754
LiDAR-Based System for Autonomous Cars
Autonomous Driving with LiDAR Tech
LiDAR Integration in Self-Driving Cars
Self-Driving Vehicles Using LiDAR
LiDAR Mapping for Driverless Cars
In tube drawing process, a tube is pulled out through a die and a plug to reduce its diameter and thickness as per the requirement. Dimensional accuracy of cold drawn tubes plays a vital role in the further quality of end products and controlling rejection in manufacturing processes of these end products. Springback phenomenon is the elastic strain recovery after removal of forming loads, causes geometrical inaccuracies in drawn tubes. Further, this leads to difficulty in achieving close dimensional tolerances. In the present work springback of EN 8 D tube material is studied for various cold drawing parameters. The process parameters in this work include die semi-angle, land width and drawing speed. The experimentation is done using Taguchi’s L36 orthogonal array, and then optimization is done in data analysis software Minitab 17. The results of ANOVA shows that 15 degrees die semi-angle,5 mm land width and 6 m/min drawing speed yields least springback. Furthermore, optimization algorithms named Particle Swarm Optimization (PSO), Simulated Annealing (SA) and Genetic Algorithm (GA) are applied which shows that 15 degrees die semi-angle, 10 mm land width and 8 m/min drawing speed results in minimal springback with almost 10.5 % improvement. Finally, the results of experimentation are validated with Finite Element Analysis technique using ANSYS.
2. What is Gray Code?
1. This code is named after Frank Gray, an American physicist and researcher at
the Bell Laboratories.
2. It is a non-weighted code – the position of the bit doesn’t carry any weight.
3. Successive code words differ in one bit only.
4. Also called minimum change code, unit-distance code, or minimum error code
5. It is called a cyclic code because successive words differ in one bit position only.
6. This code is also called self-reflecting code.
7. Used in analog-to-digital converters and for error-detection & correction.
8. Gray code will be used when we study Karnaugh maps.
9. Due to change of only one bit, switching operations reduced and power
efficient.
10. This code is not suitable for arithmetic operations.
Mukesh N. Tekwani
4. Gray Code As a Reflected Code
1. Suppose we have a Gray code representation of n-bits.
2. To obtain the Gray code representation of (n+1) bits, we write down the two n-
bit representations one below the other, with the second one being a mirror
image of the first.
3. We then add (append) a 0 at the beginning of every code in the first group and
a 1 at the beginning of every code in the second group.
4. The n least significant bits for
Mukesh N. Tekwani