Ohm's Law for Neurodiagnostics
Ohm's Law applies to every part of your patient-electrode set-up. Ohm's Law defines the relationship between Electrical Voltage (V), Current (I), and Impedance (Z).
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Ohm's Law and the Components of Impedance
Ohm's Law defines the relationship between electrical Voltage (V), Current (I) and Impedance (Z).
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How many Components of Impedance are there?
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Current (I)
1mA (milliamps) is the same as 1000µA (microamps).
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Electrical Current is a measure of the flow of electrical charge in an electrical circuit.
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In a given circuit, current will increase when applied voltage increases.
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Current that is changing in amplitude or polarity is considered Steady State.
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Current flow never occurs without a simultaneous voltage.  
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Voltage (V)
When opposite charges (positive and negative) are together (not separated), they are in a state of no potential energy.
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Since Voltage is created when opposite charges (positive and negative) are separated, more charges in the separation means more voltage.
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Similar electrical charges (either positive or negative) repel.
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Opposite electrical charges repel.
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Trying to push electrical charges together (toward each other) is difficult if they are the opposite charge polarity.
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Electromotive force is created when opposite electrical charges (positive and negative) are held separate in a stationary position.
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Voltage and Electromotive Force are names for the same thing.
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Impedance (Z)
The Resistive Component of Impedance does not change with frequency of applied Voltage.
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The Capacitive Component of Impedance does not change with frequency of applied Voltage.
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The Inductive Component of Impedance does not change with frequency of applied Voltage.
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The Capacitive Component of Impedance decreases (allows greater current flow) with increases in frequency of applied Voltage.
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The Inductive Component of Impedance decreases (allows greater current flow) with increases in frequency of applied Voltage.
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Air has infinite impedance to current flow.
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Impedance and Resistance both use Ohms (Ω) as the unit of measure.
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Impedance and Resistance both mean the same thing.
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Electromagnetic Induction
Voltage is created when the magnetic flux lines of the magnet move through the wire coil via inductance of the wire.  
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Ohm's Law Equations in all forms
Using Ohm's Law, to determine Current, we divide Impedance by Voltage.
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An electrical circuit has 25V of Voltage and 3.2kΩ of Impedance.  Determine Current.
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If we have a Current of 5.1mA and know that our Impedance is 6.2KΩ, what Voltage did we apply?
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If we know that applied Voltage is 41Volts, and Current is 6.1mA, what is the circuit Impedance?
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Current is always equal to Voltage divided by circuit Impedance.
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Using Ohm's Law to solve for Impedance, we always need to divide Voltage by Current?  
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Battery (Steady State) with nice, heavy Au wire
In this circuit, negatively charged electrons flow away from the positively charged pole (side) of the battery and toward the negatively charged pole of the battery.
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The Current will flow at this level as long as the engine inside of the battery can maintain the positive and negative poles at this charge level.
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The Current flow in this circuit represents kinetic energy that was converted from the potential energy of the Voltage on the battery.
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The level of Current flow is linearly related to the level of Voltage in this circuit.
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Resistance with Medium frequency Voltage Source
The Resistor in this circuit opposes any change in the rate of Current flow by building an opposition Voltage only when the rate of change of Current flow changes.
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The Resistive Component of Impedance treats all frequencies of supply Voltage with the exact same value of resistance to Current flow.
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Resistance with Zero frequency (Steady State) Voltage Source
The Resistor in this circuit tends to store charge from the Voltage source.
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The Voltage source in this circuit is Steady State (not changing in amplitude or polarity with time).  If the Voltage source changes to a Non-Steady State, the amount of Resistance to Current flow that the Resistor presents will remain the same.
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Capacitance with Zero frequency (Steady State) Voltage Source
When a DC Voltage source such as a battery is applied to a circuit with Capacitance, there will be a current flow until the Capacitance charges up to the same Voltage as the DC Voltage source, at which point, there will be no more Current in the circuit because the Capacitor is fully charged.
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Capacitance with Medium frequency Voltage Source
The Voltage that is building on the Capacitor here is more than the Voltage that would build on the Capacitor if the Voltage source was a battery (Steady State).
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To allow more Current to flow through the Capacitive Component of Impedance, we would need to increase the frequency of the applied Non-Steady State Voltage.
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To increase the amount of Voltage that builds on the Capacitive Component of Impedance, we would need to decrease the frequency of the Voltage source.
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Inductance with Zero frequency (Steady State) Voltage Source
When the wire is closed and the Current stabilizes to Steady State, what Voltage will establish on the Inductor?  
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This Inductor does not oppose the Steady State Current flow.  It does not induce an opposing Voltage to limit the Steady State Current.
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Inductance with Medium frequency Voltage Source
Having this medium frequency Non-Steady State supply Voltage will tend to establish a smaller Voltage on the Inductor than if the supply Voltage was a Steady State battery.  
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The Voltage that builds on the Inductor in this circuit serves to oppose the rate of change of Current flow in the circuit.
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Inductors tend to allow or pass low frequency currents and block higher frequency currents by inducing a voltage that opposes the supply voltage which created the current.
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Circuit including all three Components of Impedance - Steady State (battery)
In this circuit, the voltage from the battery would charge the inductor.  The inductor would then block any more current flow.
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Identify the components
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A
B
C
D
E
F
Capacitor
Inductor
Resistor
Voltage Source (Battery)
Direction of negative charge flow
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Circuit including all three Components of Impedance - Non Steady State
If the supply voltage frequency decreases toward a slower frequency (such as near steady-state) would the voltage that built on the capacitor decrease or increase?
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With this medium frequency supply voltage, would we expect some voltage to be building on the inductor?
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Since there is current flowing in this circuit, would we expect some voltage to be building on the resistor?
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Physiologic Signals going down the Highways!  
Which of the physiologic signals would be most attenuated traveling down the Capacitive Component of Impedance highway?  
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Which of the physiologic signals would be most attenuated traveling down the Inductive Component of Impedance highway?  
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Both the Capacitive and Inductive Components of Impedance treat signals differently depending on signal frequency.
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The different frequency components of the EKG signal would be treated differently by the Capacitive and Inductive Components of Impedance.
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The Inductive Component of Impedance would tend to attenuate the low frequency components of the EKG while passing the high frequency components.
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The Resistive Component of Impedance would treat all of these physiologic signals the same without regard for signal frequency.  
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