ÉRETTSÉGI VIZSGA 2008. május 26. ELEKTRONIKAI ALAPISMERETEK ANGOL NYELVEN KÖZÉPSZINTŰ ÍRÁSBELI VIZSGA 2008. május 26. 8:00 Az írásbeli vizsga időtartama: 180 perc Pótlapok száma Tisztázati Piszkozati OKTATÁSI ÉS KULTURÁLIS MINISZTÉRIUM Elektronikai alapismeretek angol nyelven írásbeli vizsga 0811
Important information You may use a non-programmable calculator as an only auxiliary tool for solving this written examination. Use blue ink pen for writing and black lead pencil for drawing. For solving simple short tests, use the free spaces available below the questions in the test form. For solving complex assignments, use supplementary sheets distributed by supervising teachers, and indicate your name and class on the sheets. Include a page number on each supplementary sheet. When solving questions requiring calculations, take care to write down equations (formulas) correctly, to perform substitutions properly and to carry out calculations correctly. If you omit any of these, points will be deducted. Full points will not be awarded for an end result unless its value and unit of measure are both correct. When solving assignments, take care to produce well-organised and neatly-written work, to apply standard symbols and to meet requirements in terms of engineering, format and aesthetics. Failure to meet any of these requirements will result in a deduction of points. If you make a mistake in your solution, draw a diagonal line across the incorrect section. During the time period allowed for the examination, you may prepare a fair copy too. In that case, prepare a Draft copy and a Fair copy by applying consecutive page numbers. írásbeli vizsga 0811 2 / 8 2008. május 26.
Simple short tests Maximum points: 40 1.) Determine the DC resistance of a wire with a specific resistance of ρ = 0.0175 Ωmm 2 /m, a length of l = 80 m, and a cross section of A = 0.5 mm 2. (3 points) R = 2.) Determine the resultant resistance of two resistors connected in parallel. (3 points) Data: R 1 = 200 kω, R 2 = 300 kω. R = 3.) Complete the table below. The table must express the relationship between the voltage and charge of a capacitor. (4 points) U (V) 10 20 30 40 50 Q (mc) 60 4.) Determine the power of a resistance of R = 1 kω at a voltage of U = 40 V. (3 points) P = 5.) Complete the table below. The table must express the dependence of inductive reactance on frequency. (4 points) f (khz) 1 2 3 4 5 X L (Ω) 80 6.) Determine the effective value of the current in a parallel R-C connection connected to AC voltage, if I R = 800 µa, and I C = 600 µa. (4 points) I = írásbeli vizsga 0811 3 / 8 2008. május 26.
7.) Determine the exact value of the emitter current of a power amplifier with a DC current amplification factor of B = 50, and a base current of I B = 20 ma. (3 points) I E = 8.) Determine the h 11E parameter of a bipolar transistor. Measured values: U BE1 = 0.63 V at I B1 = 30 µa; U BE2 = 0.67 V at I B2 = 40 µa. (3 points) h 11E = 9.) Determine the power amplification of an amplifier. Data: u in = 20 mv, i in = 2 µa, u out = 800 mv, i out = 100 µa. (3 points) A p = 10.) Draw the circuit diagram of a common source amplifier by using 1 N-channel closinglayer FET, 3 resistors, and 3 capacitors. (4 points) 11.) Write down and simplify the function represented by the logical network below. (3 points) C D & & & & F = 12.) Write down the serial number form of the logical function below. A is used as a symbol for the variable with the highest place value. (3 points) F 4 4 F = A B C D + A B C D + A B C D = írásbeli vizsga 0811 4 / 8 2008. május 26.
Complex assignments Maximum points: 60 Assignment 1 Maximum points: 15 Calculate a DC network C 1 U C 2 C 3 C 4 C 5 Data: U = 30 V C 2 = 200 nf C 4 = 200 nf C 1 = 100 nf C 3 = 100 nf C 5 = 300 nf Assignments: a) Determine the resultant capacity (C) and charge (Q). b) Determine the voltage of each capacitor (U 1, U 2, U 3, U 4, U 5 ). Assignment 2 Maximum points: 15 Calculate a frequency-dependent voltage divider I L U in R U out Data: U in = 6 V X L = 1 kω R = 1.5 kω Assignments: a) Determine the value of current I. b) Determine the values of voltage on the resistor and the coil (U out, U L ). c) Prepare the vector diagram of correct nature for the values of voltage (U in, U out, U L ) and current (I) in the circuit. d) Determine the absolute value of the phase angle (φ) between the input voltage (U in ) and the output voltage (U out ). írásbeli vizsga 0811 5 / 8 2008. május 26.
Assignment 3 Maximum points: 15 Calculate a low frequency amplifier in C 1 IC C 2 out u in R 1 R 2 R 3 u out R t Data: A u = 50 (voltage amplification) R 1 = 20 kω R 2 = 20 kω R t = 2 kω For the purpose of calculation, the operational amplifier may be considered ideal, and the AC resistance of capacitors may be neglected. Assignment: a) Determine the input resistance of the amplifier (R in ). b) Determine the value of amplification (A i ). c) Determine the value of resistor R 3. d) Calculate the values of the input and output voltage of the amplifier, if the internal resistance of the control signal source is R g = 5 kω, and the unloaded terminal voltage of it is u g = 50 mv. Assignment 4 Maximum points: 15 Design a combination network The Veitch-table of a logical function is provided as follows: A 1 1 1 1 0 1 3 2 4 5 7 6 12 13 15 14 8 1 C 1 9 11 10 B D Assignment: a) Write down the serial number form of the function. b) Simplify the function by using the graphical method. c) Realize the function by using NOT, AND, and OR gates. (Variables are available in positive form only.) d) Realize the function by using NOR gates. (Variables are available in positive form only.) írásbeli vizsga 0811 6 / 8 2008. május 26.
írásbeli vizsga 0811 7 / 8 2008. május 26.
Topic Simple short tests Complex assignments Question number Maximum points 1. 3 2. 3 3. 4 4. 3 5. 4 6. 4 7. 3 8. 3 9. 3 10. 4 11. 3 12. 3 1. 15 2. 15 3. 15 scored awardable for the topic 4. 15 TOTAL 100 100 Written examination score 100 40 60 scored in topic Correcting teacher Date:... Egyszerű, rövid feladatok/ Simple short tests Összetett feladatok / Complex assignments Elért pontszám / scored Programba beírt pontszám / entered into programme Javító tanár / Correcting teacher Jegyző / Notary Dátum / Date:... Dátum / Date:... írásbeli vizsga 0811 8 / 8 2008. május 26.