// Numbas version: finer_feedback_settings {"name": "USSJRN-45-1 - Electronics Progress Assessment (1)", "metadata": {"description": "
FoES Electronics Written Assessment
", "licence": "Creative Commons Attribution 4.0 International"}, "duration": 0, "percentPass": 0, "showQuestionGroupNames": false, "shuffleQuestionGroups": false, "showstudentname": false, "question_groups": [{"name": "Group", "pickingStrategy": "all-ordered", "pickQuestions": 1, "questionNames": ["", "", ""], "variable_overrides": [[], [], []], "questions": [{"name": "EL Q001 EM Fields, Batteries & Resistor Properties", "extensions": [], "custom_part_types": [], "resources": [["question-resources/Q001a_Point_Charge_Electric_Field.png", "/srv/numbas/media/question-resources/Q001a_Point_Charge_Electric_Field.png"], ["question-resources/Q001a_Uniform_Electric_Field.png", "/srv/numbas/media/question-resources/Q001a_Uniform_Electric_Field.png"], ["question-resources/Q001a_Uniform_Mag_Field_Away.png", "/srv/numbas/media/question-resources/Q001a_Uniform_Mag_Field_Away.png"], ["question-resources/EL_Q001cv2__IR_Series.png", "/srv/numbas/media/question-resources/EL_Q001cv2__IR_Series.png"], ["question-resources/EL_Q001bv2__V_Div__Therm_jUVOQi7.png", "/srv/numbas/media/question-resources/EL_Q001bv2__V_Div__Therm_jUVOQi7.png"]], "navigation": {"allowregen": true, "showfrontpage": false, "preventleave": false, "typeendtoleave": false}, "contributors": [{"name": "Robert Bauld", "profile_url": "https://numbas.mathcentre.ac.uk/accounts/profile/19446/"}], "tags": [], "metadata": {"description": "", "licence": "Creative Commons Attribution-NonCommercial-NoDerivs 4.0 International"}, "statement": "Part a. Electric & Magnetic Fields
\n\n
i. The diagram below shows two equal and opposite charged particles with the field lines between them.
\n\nIndicate on the diagram the direction the Electric Field.
\nii. The diagram shows two charged plates and a near uniform field between them. An electrically negative charged particle travels between the two plates.
\n\nPlot the expected trajectory of the charged particle.
\n\niii. The diagram shows an electrically negative charged particle entering a uniform magnetic field.
\n\nUsing Fleming's left hand rule, plot the expected trajectory of the charged particle.
\n[4 Marks]
\n"}, {"type": "information", "useCustomName": false, "customName": "", "marks": 0, "scripts": {}, "customMarkingAlgorithm": "", "extendBaseMarkingAlgorithm": true, "unitTests": [], "showCorrectAnswer": true, "showFeedbackIcon": true, "variableReplacements": [], "variableReplacementStrategy": "originalfirst", "nextParts": [], "suggestGoingBack": false, "adaptiveMarkingPenalty": 0, "exploreObjective": null, "prompt": "Part b. Voltage Divider
\nA voltage divider uses a thermistor (temperature coefficient α = {q001b_Therm_Co} /°C) to measure a range of temperatures.
\n\nVS = {q001b_Vs}V, R1 = {q001b_R1}MΩ, R0 = {q001b_R_0}MΩ
\n\n
SPICE circuit suitable for analysis: FoESQ001b.v2 (1)
\n\n[6 Marks]
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\nThe diagram shows the arrangement for testing the internal resistance of a battery.
\nV1 = {q001cV1}V, R1= {q001cR1}Ω
\nV2 = {q001cV1}V, R2= {q001cR2}Ω
\nV3 = {q001cV3}V, R3= {q001cR1}Ω
\nV4 = { q001cV1}V, R4= { q001cR1}Ω
\nRL= {q001cRL}Ω
\nFor the values given, analyse the battery network supplying a load (RL) with the internal resistances shown. Ensure that you:
\nSPICE circuit suitable for analysis: FoES Q001c
\n[10 Marks]
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\nThe diagram shows a capacitor and resistor in a Series DC circuit.
\n\n[4 Marks]
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\nThe figure shows a solenoid electromagnet circuit compromising the inductance of the coil and the series resistance. It is being energised by a battery. The switch has been closed for {100*Q002b_L1*Q002b_R1}s.
\n\nThe measured Inductance (L) of the solenoid is {siground(dec(Q002b_L1*1000),4)}mH and the Resistance is {Q002b_R1}Ω. The length (l ) of the solenoid is {Q002b_Solenoid_length}mm and the gap (g) between the solenoid and the armature is {Q002b_Armature_Gap}mm.
\nSPICE circuit suitable for analysis: FoES El Q002b
\n[6Marks]
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\nThe circuit shows a Resistor and Capacitor Network as well as the charge/discharge plots of the Capacitor when the switch is closed and opened.
\n\nVS = {5} V, VB = {2.5} V tON ={50} ms, tOFF ={200} ms C1 ={10} μF , R1 = {10} kΩ, R2 = {2} kΩ
\n\n
Explain what is happening in the circuit. What is the relationship between the voltage across and current through the Capacitor.
\nSPICE circuit suitable for analysis: FoES Q002c
\n[10 Marks]
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\nDraw or derive the voltage and current wave forms for the following:
\nWaveform | \n\n Varibles \n | \n\n Circuit \n | \n
i. Pulsed DC | \n\n RL: {Q3ai_R_L} Ω \nFrequency (fs): {Q3ai_F_S} Hz \nVP-P: {Q3ai_V_PP} V \nDC Offset (VDC): {Q3ai_V_DC} V \nDuty Cycle: {Q3ai_DutyCycle*100}% \n | \n\n\n\n | \n
ii. Triangular | \n\n RL: {Q3aii_R_L/1000} kΩ \nFrequency (fs): {Q3aii_F_S} Hz \nVP-P: {Q3aii_V_PP} V \nDC Offset (VDC): {Q3aii_V_DC} V \ntRise: {Q3aii_t_rise*1000} ms \n | \n\n\n | \n
SPICE Circuit suitable for analysis: FoES Q003a
\n\n[4 Marks]
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\nThe figure shows a resistor, Inductor and Capacitor Network connected to a Sinusoidal Waveform:
\n\nCircuit Varibles:
\nVS(peak) = {Q3b_VS}V, f = {100}Hz
\nR1 & R5 = {Q3b_R1}kΩ,
\nR2, R3 & R4= {Q3b_R2}kΩ,
\nL1, L2 & L3 = {Q003b_L}mH
\nC1, C2 & C3 = {Q003b_C}μF
\nFor the values given, calculate or determine the RMS power dissipated in the whole circuit and resistor R3.
\nSPICE Circuit Suitable for Analysis: FoES El Q003b
\n[6 Marks]
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\nThe circuit shown has a Capacitor, Inductor and Resistor in series which has been designed to be in resonance at a known frequency. The signal is measured across the load (RL).
\n\n\nCircuit Varibles: VS = {Q3d_V_S}V(RMS) , RL = {Q3d_R_L} kΩ C1 = {Q3d_C1}μF L1 = {Q3d_L1} mH
\nUsing calculation or simulation, evaluate the performance of the circuit in a frequency range from 1Hz to 10kHz. Ensure that you:
\nSPICE Circuit Suitable for Analysis: FoES EL Q003c
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Ver 1.1
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