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Why Resistors BURN OUT (and how to choose the right one)



Why Resistors BURN OUT (and how to choose the right one) This small resistor worth a few cents decides whether a production line worth millions of euros keeps working… …or suddenly stops due to a fault. The problem is that, very often, resistors are chosen or sized in the wrong way: they overheat, change value, and can even burn out. In this video we’ll see together why it happens, how a resistor really works inside the circuit, and how to choose the right one so you don’t destroy LEDs, power supplies, boards, and electrical panels. At the end we’ll also do an extreme experiment: we’ll push an undersized resistor to the limit, so you can see with your own eyes what happens when you get the calculation wrong. And in the meantime I’ll leave you a question: If I have a battery, a resiscostor, and an LED connected in series, should the resistor be placed before or after the LED? You’ll see the answer shortly. 1. What a resistor really does Let’s start from the basics: a resistor is a component that makes it more difficult for current to flow. Let’s take this circuit as an example, the battery provides a voltage (symbol V) measured in volts: it’s the “push”, the total “force ” between the POSITIVE and the NEGATIVE that makes the electrons flow. Instead, the current (symbol I) is measured in amperes: amperes tell you how much “current” passes in the wire, that is how much electric charge flows every second. In simple terms: more amperes = more current flows. Now the resistor comes into play, indicated by the symbol R and measured in ohms: it is the component that limits how many amperes can flow in the circuit. The greater the resistance, the less current can pass. In electrical diagrams you recognize it by its symbol: a rectangle in European standards, a zig-zag in American ones. This formula that was created is Ohm’s law: Voltage equals resistance times current. These three quantities are linked to each other, and the three values influence each other. Here is also its inverse formulas. In practice, what happens is: • If the voltage increases and the resistance stays the same, the current increases. • If the resistance increases and the voltage stays the same, the current decreases. • If voltage and resistance increase or decrease in the same ratio, the current stays the same. When the current is high, the resistor finds itself having to “handle” a lot of energy passing through it: the more energy passes every second, the more power it must dissipate, and that power inevitably ends up as heat. And this is where the problems start. 2. How a resistor protects an LED Let’s take a red LED and a 12 volts and 10 ampere-hour battery; we measure a voltage of 12,45 volts. And here comes the important thing: this battery is not as “gentle” as it might seem. In a circuit like the very simple one that you’re looking at, if nothing limits it, it can deliver for a few seconds enormous currents, on the order of hundreds of amperes. An LED, instead, lives happily and brightly with a few milliamps. So if you connect it directly to the battery you doom it. Here the rule is to protect the LED, with a Resistor. Let’s take these two resistors and, with the multimeter, measure their value in ohms. Later in the video we will also see how to recognize it at a glance simply by looking at it. The first is rated at 47 kilo-ohms and measures 46,2 kilo-ohms. The second is rated at 2,2 kilo-ohms and measures 2,17 kilo-ohms. Here is the answer to the question at the beginning of the video: in your opinion, starting from the negative terminal, do we put the LED first or the resistor first? You’ll be surprised to know it makes no difference! It will work the same either way! Being in series, the current is limited both before and after the resistor, and it is the same at every point in the circuit. We connect in series: positive terminal ? 47 kilo-ohm resistor ? LED ? and negative terminal. The LED, as we see, lights up barely because we are letting a tiny current pass, but by doing so we are protecting it from an enormously oversized battery. We can measure that the red LED has a voltage drop across it of 1,77 volts. We finally measure the current that flows through the circuit, which, limited by the resistor, is 0,23 milliamps. All the calculations match. Now I replace the 47 kilo-ohm with the 2,2 kilo-ohm. The LED is much easier to see because with this smaller resistance we are letting more current pass. ì We can measure that the red LED now has a voltage drop across it of 1,95 volts. ì And that the series current measurement is 4,8 milliamps. Here too, the calculations match. By doing this we are effectively running a small LED with a battery that will keep it on for theoretically 86,8 days. The point is that the battery can give a huge amount, but it doesn’t decide how much current flows. The circuit decides, and with the resistor, you’re setting a limit. 3. What a resistor is made of It is time to see what’s inside the resistor! A classic barrel-shaped resistor (that is, an axial resistor) is made up of three main parts, each with a very precise role: The first (the most important) is the resistive material. It can be a thin layer of carbon, a thin layer of metal, or a wound resistive wire. This is the part that sets the resistance value, that is how much the component opposes the flow of the current. To precisely adjust the resistive value, a spiral-shaped groove is often cut into the carbon or metal layer: in this way, by lengthening and thinning the electrons’ path, the resistance increases. The second part consists of is the terminals, also called lead wires They are the two metal wires for current input and output that allow the resistor to be connected to the circuit. Finally there is the body and the insulation. Inside we see a ceramic core, which provides mechanical rigidity; while on the outside there is an insulating coating that protects the component from humidity, heat, and external agents. 4. Types of resistors:

from basic electronics to industry In the real world you find different types of resistors, and each one is for something different. Let’s see the most common ones. 1. Film resistors (carbon or metal) 2. SMD (or chip) resistors 3. Power resistors (wirewound, armored, on heatsink) 4. Variable and “smart” resistors Several families fall into this category: • The Potentiometers and rheostats • The NTC/PTC thermistors • The Varistors • And the LDRs ( or photoresistors) 5. How to read the value of a resistor To understand the value of a resistor, you don’t need to memorize everything: you just need to know how to look at the CHEAT SHEET that I’m about to show you. On film resistors you find colored bands. The logic is simple, and here is the CHEAT SHEET: • the first 2 (sometimes 3) bands indicate significant digits; • the next band is the multiplier (the power of 10, that is how many zeros you must add); • the last band (often slightly separated) indicates the tolerance. Taking our resistor from earlier again, we see it has 4 bands (yellow, violet, orange, gold) it is read as: • Yellow = 4 • Violet = 7 • Orange: means “× 10³” (that is add three zeros) • Gold: tolerance ±5% So the nominal value of this resistor is 47 × 10³ ohms, that is 47.000 ohms (or 47 kilo-ohms), with tolerance ±5% (more or less between 44,65 kilo-ohms and 49,35 kilo-ohms). Earlier we measured that they actually were 46,2 kilo-ohms (which falls fully within this range) On SMDs, instead, you find a printed marking. Here too, to read it you must rely on a few general rules that you can see on this CHEAT SHEET: • with a numeric code, the first digits are the significant digits and the last digit is the exponent of the multiplier (the associated power of 10, that is how many zeros you must add), For example, on this board you see a resistor marked 4872: that means 487 × 10² = 48,7 kilo-ohms • If the letter R appears, that directly indicates the decimal point (so the “comma” in the value in ohms). Like on this other resistor 1R3: here the “R” acts as the comma, so it is 1,3 ohms. • In some cases other letters can also appear (like K or M) that directly indicate thousands or millions of ohms. 6. Sizing: when “just 0,1 W more” destroys your circuit A resistor “burns out” for one reason only: you make it operate beyond its rated power and those watts become heat. Here we use a 100 ohm resistor and we know for sure it is 1 watt for a trivial reason: it is a fundamental datum written in the marking and in the datasheet. In our battery + LED + resistor circuit, the power that the resistor has to get rid of is calculated like this: The power dissipated by the resistor is equal to the square of the difference between the battery voltage and the voltage across the LED, divided by the resistor value. Earlier we measured: battery at 12,45 volts, and LED at 1,95 volts. So 10,5 volts remain across the resistor, and doing the math you get about 1,10 watts. Now: 1,10 Watt “on paper” seems very slightly more than 1 Watt… but in reality it means heating up quite a lot. And here everything changes compared to the previous experiment: with the 2,2 kilo-ohm we were at about 4,8 milliamps, and the LED was happy. Here instead we are at 105 milliamps: over 20 times as much. Unfortunately, in fact, the LED here no longer works, because it burned out instantly. It didn’t even have time to shine, because we didn’t protect it. We can say goodbye to it. So at this point let’s redo the experiment without the LED, only the resistor across the battery! Now through the resistor passes a full 124,5 milliamps and 1,55 Watts of power (only one and a half times what it was designed for). Now let’s really measure what happens, without theory: stopwatch, thermometer, and let’s see how much it heats up and above all how quickly the temperature rises. With the circuit open the resistor is at 19,4 degrees Celsius: room temperature, everything is normal. After 10 seconds the temperature has risen to 29,9 degrees Celsius. In your opinion at what temperature should a resistor like this operate? We’ll get there shortly. After 30 seconds we are already at 49 degrees Celsius, a temperature that is usually found on the inside of a well-ventilated PC under full load. I keep measuring at regular intervals of 10 seconds, so you can clearly see not only how much it heats up, but also how quickly the temperature rises when you make it operate just above the limit. At 1 minute by now the resistor has exceeded 90 ° degrees Celsius. And here something must be said that many underestimate: resistors can easily reach 120–200 degrees Celsius and when they dissipate near their rated power, especially in still air, it is not a rare case: it is exactly what happens when you size it at the limit and the conditions are not perfect. In a real system that heat does not stay “only there”: it transfers to the printed circuit board or to the terminal block, heats the wires, accelerates the aging of the insulation, can deform plastics and supports and, in the worst cases, becomes an ignition source; not because the resistor “catches on fire” on its own, but because over time it creates the right conditions to make something else fail. And here comes the practical rule: when you calculate the power that the resistor must dissipate, never choose a resistor that is “just right”. Choose it with rated power at least double, and if you can even triple. Because in real life you are not in the laboratory: imagine when it will be in a closed panel, with still air, in the sun. The resistor dissipates heat much worse and therefore, for the same watts, it heats up more, changes behavior more easily and you go out of spec more easily. And the ending, usually, is always the same: blackened panel, stressed components, line stop and a long diagnosis. A well-sized resistor is a component that nobody notices, because everything works. A poorly-sized resistor… gets noticed immediately.