quiz preparation
DESCRIPTION
Quiz Preparation. Have Quiz sheet ready. Top Center : QUIZ 3 Upper Right: Name (L, F, MI), Today’s date 9/4/12 Lab day , time section number. Announcements. Read Chapter 6 before lab. Work problems at the end of the Chapter 6 for practice. Solutions on web site. - PowerPoint PPT PresentationTRANSCRIPT
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Quiz Preparation
Have Quiz sheet ready. Top Center: QUIZ 3 Upper Right:
»Name (L, F, MI), »Today’s date 9/4/12»Lab day , time» section number
Lab Day/Time Section Number
Mon. 1:00 8Mon. 3:00 9Wed. 1:00 10Wed. 3:00 11Fri. 1:00 12
Lab Day/Time Section Number
Mon. 1:00 8Mon. 3:00 9Wed. 1:00 10Wed. 3:00 11Thu. 2:00 29Fri. 1:00 12
Lab Day/Time Section Number
Mon. 1:00 8Mon. 3:00 9Tue. 2:00 36Wed. 1:00 10Wed. 3:00 11Thu. 2:00 35Fri. 1:00 12
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Announcements
Read Chapter 6 before lab.
Work problems at the end of the Chapter 6 for practice. Solutions on web site.
Be sure to do the Pre-Lab assignment. You will lose in-lab points if you do not have the pre-lab worked when you arrive at lab.
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Electricity – Water Analogy
Electricity flows through a circuit like water through a pipe. » charge -- # of water molecules in the pipe» current -- water flow rate (gallons per minute)» voltage – pressure (psi = pounds per square
inch)» resistance -- resistance to flow (inverse of pipe
cross-sectional area)» capacitance -- water stored under pressure (e.g.
a bladder tank)
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Units
charge -- coulombs (C) current -- amperes (A), A=C/s voltage -- volts (V) resistance -- ohms (), =V/A capacitance -- farads (F), F = C/VNote: Farads are huge units -- usually use F(microfarads)
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Circuit Elements
voltage source (e.g. battery) – like water pump with specified pressure. Units: volts (V)
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Circuit Elements
resistor -- pipe with small cross-sectional area that impedes water flow. Units: ohms ()
Wire can be viewed as a resistor with very low or zero resistance.
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Circuit Elements
CAPACITOR – a reservoir or sponge that can store water (charge). Units of capacitance: Farads (F)
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Circuit Elements
diode -- valve that only allows current flow one direction. (No units)
current
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Quiz
1. Electric current is analogous to:» a. water pressure» b. water flow rate» c. # of water molecules in the pipe
2. Voltage is analogous to: » a. water pressure» b. water flow rate» c. # of water molecules in the pipe
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Ohm’s Law
The current I flowing through a resistor is proportional to the voltage V across it and inversely proportional to the resistance R:
orI
RV
IRV
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Ohm’s Law - Example
I = 5/100 = 0.05A
I +
5V
-
100 · Label current
directions· Put +/- signs on
voltages
Always:
Passive sign convention: place the positive voltage reference at the same terminal that the current enters
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Quiz
3. I
+10V
-1000
The current I is(a) 100 A(b) 0.01 A(c) -10,000 A
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Connection Types
Series (daisy chain)
Parallel (side by side)
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Series Connection
Single branch. Current is the same through all elements.
I
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Series Connection
Resistors add in series.
Ex: R1=50, R2=100 R=150
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Multiple Voltage Sources
Multiple voltage sources in series add. These circuits are equivalent.
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Wait – I thought they ADDED!
10 + 4 = 6? Have to look at the polarity
1k
10
4
+
+
--
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Parallel Connection
Multiple branches connected at both ends. The voltage is the same across all elements.
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Parallel Connection The reciprocal of resistance adds.
»
Ex: R1=50, R2=100 R=(50)(100)/150=33.33
1 2
1 2
1 1 1 11 1R
R R RR R
For two resistors only = product / sum
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Series vs. ParallelAre the lights in your house/apartment
wired in series or parallel?
Answer: Parallel!
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Voltage Division
121
22 VRR
RV
• If R1 represents the wire resistance and R2 represents the motor and motor circuit resistance, we want R1 to be as small as possible. This will deliver the maximum voltage to the motor.
(wire)
(motor)
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Voltage Division - Example
20
10
15V
202 15 1010 20
V V
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Resistors in Parallel - Example
What is the current in each branch?
Vo
I1 I2
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Resistors in Parallel - Example
Voltage is the same across each branch– use Ohm’s law:
Vo
I1 I2
0 01 2
1 2
V VI IR R
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Resistors in Parallel - Example
Ohm’s law
Vo
I1 I2
1 215 151.5 0.7510 20
I A I A
201015V
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Series/Parallel Example
What is the current in each branch?
I2I1
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Series/Parallel Example
Combine the two 1kΩ resistors in series.
I2I1
2k
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Diode Example
What is the current in the circuit (I) and the voltage drop across the resistor (VR)?
IVo
+ VR -
R
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Diode Example
IVo
+ VR -
R VD=0.7V
o D
R
V VI
RV IR
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Diode Example
I9V
+ VR -
1k VD=0.7V
9 0.70.0083 8.3
1000(0.0083)(1000) 8.3R
I A mA
V V
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Breadboards
Used for rapid prototyping » Easier & faster than soldering» Allow for easy alterations
Generally for temporary use Components just plug in
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How a Breadboard Works Connect
components by plugging them in
Components are connected by copper wires underneath holes
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Connecting Resistors in Series
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Connecting Resistors in Parallel
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Quiz
4. Voltage division is used(a) to find the voltage across a single element in a series circuit(b) to find the voltage across a single branch in a parallel circuit(c) to determine the fair allocation of batteries in a team-based design
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Quiz
5. Current division is used(a) to find the current through a single element in a series circuit(b) to find the current through a single branch in a parallel circuit(c) to determine the fair allocation of batteries in a team-based design