Geek Speak – Voltage and Current
One of the most frequently misunderstood concepts when introducing people to the fundamental aspects of technology are those of voltage and current. While many may look at a wall wart and see that they are provided a voltage of 12V at a current of 0.5A what do those numbers actually represent? In short: it’s all a matter of electrical charge.
Electrical charge is measured in coulombs (C) and represents the electrical charge exerted by 6.25151×1018 protons. Alternately it can be represented by the electrical charge exerted by -6.25151×1018electrons.
Voltage is a measure of the amount of work energy in Joules (J) required to move a unit of electrical charge (C) between the two points – mathematically V = J/C. Therefore voltage can be considered the electrical potential difference between any two points: the two poles of an electrical outlet, the Earth and a rain cloud, or even you and your friend. This is why when you connect the negative pole voltage of one voltage source to the positive pole of a second voltage source (like ganging two AA batteries in your remote control) the total voltages are added: you’ve essentially increased the amount of work required to move an electrical charge from the positive pole of the first source to the negative pole of the second source.
Current, on the other hand, is a measure of the rate of flow of electrical charge (C) through two points- mathematically I = C/s. This explains the old saying that “It’s not the voltage that kills you. It’s the current.” You can safely keep your hand on an operational Van de Graff generator operating at thousands of volts but minimal current. However, mishandling a car battery operating at a paltry 12 volts but delivering a whopping 600 Amps of current can hurt or kill you. Simply put: charge measures the rate at which electrical charge moves between two points of differing voltage potential, and too much electrical charge passing through an electrically incapable (organic) medium will cause a very bad day for said material. As for which way current actually flows? Well, that’s a subject for another time.
Consequently this explains the fundamental equation that every person dawdling in the electrical sciences needs to know: V = I x R otherwise known as Ohms law. This inverse proportionality shows that as current passes through a resistive load (R) it essentially slows down thus bunching up the electrical charge on the entry portion of the load and creating a greater electrical potential (voltage) across the terminals of the resistive element. Alternately, as the resistive load (R) is decreased the amount of the rate of electrical charge (current) drawn upon to maintain a requested electrical potential difference (voltage) is increased. This is why we don’t like shorts in our electrical circuits. R effectively becomes 0 resulting in a request for infinite current likely resulting in a blown power supply, tripped breaker, or blown fuse.
Now you know!
…and if you paid any attention to afternoon cartoons, Knowing is half the battle!
[Thanks to Armin Tamzarian]











