Putting the Pieces Together
Determining Voltage
You can determine voltage (V) by multiplying current (A) times resistance (Ω). In other words, a circuit requires one volt of pressure to push one amp of current through one ohm of resistance. That relationship is represented by this formula:
V = A x Ω
If resistance increases, we require more voltage to move the same amount of current.
Suppose you’re using a 12 V source. If the resistance is 100 ohms, the amperage is 100 divided by 12, or .12 A.
12 V = .12 A x 100 Ω
Now double the resistance to 200 ohms. The amperage is 12 divided by 200, or .06 A. Amperage is halved when the resistance is doubled.
12 V = .06 A x 200 Ω
Determining Wattage
Wattage is the work that gets done by electrical current. A watt of work is a function of the voltage and amperage of an electrical system. It is calculated as follows:
W = A x V
Suppose you have a 12 V source and .06 A. The wattage is 12 x .06, or .72.
High-Voltage Batteries Are, Well, Electrifying
Electric vehicles (EVs) present a significant risk to the technician. A high-voltage battery creates a large amount of pressure (voltage) in order to move an electrical current through any medium, including you!
If a person enters an electrical circuit, it only takes 10 mA or 0.01 A to paralyze the respiratory system.
Currently, EV batteries operate at 200 V to 800 V. The resistance of a human body varies wildlyand can be anywhere between 500 Ω and 100,000 Ω. If we assume skin resistance to be 20,000 Ω, we arrive at:
V = A x Ω -> 200 V = A x 20,000 Ω -> A = 200 V / 20,000 Ω -> A = 0.01
This calculation assumes the smallest of today’s high-voltage batteries and reasonable resistance factors.
The 10 mA result is enough to kill a human being.
Due to the wide variety of factors that contribute to skin resistance, exposure to a high-voltage battery is a very risky endeavor.
That’s where personal protective equipment comes into play…and the topic of our next blog post. Make sure you’re subscribed to the blog so you don’t miss a post.
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