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UNITVTransient response of RL, RC, RLC circuits (Series and parallel combinations) for D.C and sinusoidal excitations – initial conditions – time domain and Laplace transform methods of soultions. UNITVIFilters – Low pass – High pass and Band pass – RC, RL filters – constant K and mderived filters and composite filter design – Attenuates – Principle of equalizers – Series and Shunt equalizers – L type, T type and Bridged – T and Lattice Equalizers. SPICE for circuit analysis – Description of circuit elements, nodes and sources, input and Output variables – modeling of the above elements – types of DC analysis. TEXT BOOKS:
3. Electric circuits – J. Edminister & M. Nahvi – Schaum’s outlines Tata Mc Graw
India, 2^{nd} edition. REFERENCE BOOKS:
Publishers, 1998.
CS1007 SEMICONDUCTOR DEVICES AND CIRCUITS (Common for ECE,EEE,EIE,E Cont E, BME, CSE & CSIT) UNIT – I Electronic Dynamics and CRO Motion of charged particles in electric and magnetic fields, simple problems involving like electric and magnetic field only. Electrostatic and magnetic focussing. Principles of CRT, Deflection sensitivity (Electrostatic and Magnetic deflection). Applications of CRO; voltage, current and frequency measurements. UNIT II Semi Conductor Diodes and Rectifiers: Construction, principle of operation, VI Characteristics, symbol, equivalent circuit, parameter calculation, applications, limitations and specifications of pn junction diode, Zener diode, varactor diode, Tunnel diode, and photo diode. Diffusion and transition capacitance of pn junction doide. UNIT III Transistor Characteristics: Construction, principle of operation, VI characteristics, symbol, equivalent circuit, parameter calculations, applications, limitations and specification of BJT, FET, UJT and MOSFET’S (Different configurations of transistors are to be considered). Specifications of BJT, FET, UJT and MOSFET’S. UNITIV Amplifiers: Biasing, DC equivalent model, criteria for fixing operating point and methods of bias stabilization, thermal runaway and thermal stability. Small signal lowfrequency transistor amplifier circuits; Parameter representation of a transistor, Analysis of single stage transistor amplifier using –parameters; voltage gain, current gain, input impedance and output impedance comparison of BJT and FET RCcoupled amplifierfrequency response, cascaded amplifiers (all configurations of BJT and FET are to be considered). High frequency model of transistor, O, and cutoff frequencies of transistor. Single stage and multistage amplifiers. Calculation of band width of single and multistage amplifiers. Concepts of gain band width product. Specifications of amplifiers. UNIT –V Feedback amplifiers and oscillators: Concept of feedback. Classification of feedback amplifiers, general characteristics of negative feed back amplifiers, effect of feedback on amplifiers characteristics, single problems. Condition of oscillations, RC and LC type oscillators, crystal oscillators, frequency and amplitude stability of oscillations. Generalised analysis of LC oscillators, quartze (Hartley, Colpitts) RC phaseshift and Weinbridge oscillators. UNIT –VI Power amplifiers and turned amplifiers: Classification of power amplifiers, Class A,B, AB and C power amplifiers, pushpull and complementary pushpull amplifiers. Design of heat sinks, power output, efficiency, crossover distortion and harmonic distortion. Specifications of power amplifiers. Single tuned and double tuned voltage amplifiers. Interstage design, stability considerations, class B and class C tuned Power amplifiers and specifications. REFERENCES:
CS1008 ENGINEERING DRAWING PRACTICE (Common for ECE, EEE,EIE, E Cont E, BME, CSE & CSIT) UNIT – I: Introduction to Engineering Graphics – Construction of : Ellipse, Parabola and Hyperbola, Cycloidal Curves. UNIT – II: Orthographic Projections of Points, Lines, and Planes – Axis inclined to one plane and inclined to both the planes. UNIT – III: Orthographic Projections of Solids: Cylinder, Cone, Prism, Pyramid and Sphere in simple positions and axis inclined to botht he planes. UNITIV: Development of surfaces : Prism, cylinder, pyramid and cone. UNITV: Isometric Projections of Lines, Planes and Simple Solids. UNITVI: Conversion of Orthographic views into Isometric Views and ViceVersa. TEXT BOOKS:
CS1009 COMPUTER PROGRAMMING LAB (Common for ECE,EEE,EIE,E Cont E, BME, CSE & CSIT).
necessary values from the user:
Y= 1+x2/2!+x2/4!+x6/6!+upto 10 terms. 7. Write a C program to obtain the product of two matrices A of size (3X3) and B of size (3X2). The resultant matrix C is to be printed out along with A and B. Assume suitable values for A & B. 8. Using switchcase statement, write a C program that takes two operands and one operator from the user, performs the operation and then prints the answer. (consider operators +,,/,* and %). 9. Write in C a function to evaluate Sinx using the series x+x3/3!+x5/5!+….upto 7^{th} digit Accuracy. Also write the main program that uses this function. 10. Write C procedures to add, subtract, multiply and divide two complex numbers (x+iy) and (a+ib). Also write the main program that uses these procedures. 11. The total distance travelled by vehicle in ‘t’ seconds is given by distance = ut+1/2at^{2} where ‘u’and ‘a’ are the initial velocity (m/sec.) and acceleration (m/sec^{2}). Write C program to find the distance travelled at regular intervals of time given the values of ‘u’ and ‘a’. The program should provide the flexibility to the user to select his own time intervals and repeat the calculations for different values of ‘u’ and ‘a’. 12. Write C program that will read the value of x and evaluate the following function. y = {1 for x>0 {0 for x = 0 {1 for x < 0 using (i) if statements (ii) else if statements, and (iii) conditional operator. 13. A cloth show room has announced the following seasonal discounts on purchase of items.
Write a C program using switch and If statements to complete the net amount to be paid by a customer. 14. Given a number, write C program using while loop to reverse the digits of the number. Example 1234 to be written as 4321. 15. The fibonacci sequence of numbers is 1,1,2,3,5,8… based on the recurrence relation f(n) = f (n1) + f (n2) for n>2. Write C program using d0while to calculate and print the first m fibonacci numbers. 16. Write C programs to print the following outputs using for loop.
2 2 2 2 3 3 3 3 3 3 4 4 4 4 4 4 4 4 5 5 5 5 5 5 5 5 5 5 17. Write a C program to find the product of two matrices. 18. Write a C program to extract a portion of a character string and print the extracted string. Assume that m characters are extracted starting with the nth character. 19. A Maruthi Car dealer maintains a record of sales of various vehicles in the following form:
Write a C program to read this data into a table of strings and output the details of a particular vehicle sold during a specified period. The program should request the user to input the vehicle type and the period (Starting month & ending month). 20. Write a function that will scan a character string passed as an argument and covert all lower case characters into their upper case equivalents. 21. Implement the following data structures using Arrays i) Stacks ii) Linear Queues iii) Circular queues iv) Dequeue. 22. Implement polynomial addition and multiplication with linked list sparse matrix. 23. Implement binary search tree using linked list and perform the following operations. i) Insertion ii) Deletion iii) Inorder Traversal iv) Preorder Traversal v) Post Order Traversal. 24. Singly linked list and doubly linked lists i) Insertion ii) Deletion iii) Lookup 25. i) Implement stack using singly linked list. ii) Implement queue using singly linked list. 26. Implement the following sorting techniques. i) Bubble sort ii) Insertion Sort iii) Quick Sort iv) Heap Sort. 27. Implement the following searching method. i) Sequential Search ii) Binary Search iii) Fibonacci 28. i) Conversion of Infix expression to Postfix notation. ii) Simple expression evaluator, that can handle +,,/ and *. 29. Implement the algorithms for the following iterative methods using C to find one root of the equation f9x)=x sinx + Cosx=0. a) Bisection b) False Position c) NewtonRaphson d) Successive approximation. 30. Write programs for implementing GaussJordan and GaussSeidal methods for solving simultaneous algebraic equations given below. 9x_{1}+2x_{2}+4x_{3} = 20 x_{1}+10x_{2}+4x_{3} = 6 2x_{1}4x_{2}+10x_{3} = 15. 31. Write Computer programs to implement the Lagrange interpolation and Newton Gregory forward interpolation. 32. Implement in ‘C’ the linear regression and polynomial regression algorithms. 33. Implement Traezoidal and Simpson methods. 34. Implement RungeKutta 4^{th} order method and Milne PredictorCorrector method. 35. Practice Microsoft word and prepare a formatted document which contains various fonds, a table etc., 36. Practice the creation and use of spreadsheets and prepare a spread sheet application. 37. Create a database Table and Implement Querying. 
План – конспект урока английского языка в 5 классе по умк н. Н. Деревянко “New Millennium English” Unit 8, lesson 7  
Пора избавиться от сомнений, научиться быть более довольным собой и своей жизнью и перестать бесконечно размышлять о том, что ты...  
Урок построен на материале учебника «Счастливый английский ру» /”Happy English ru / для 7 класса общеобразовательных учреждений К....  