Couple Questions about this Resistor Datasheet

In summary, the datasheet for a 1/2W 10k resistor states that it can take 430W of power before the voltage reaches the maximum overload voltage of 700V. Additionally, the datasheet has equations for calculating the rated voltage, current, and wattage for repetitive pulses. The equation for Vp indicates that the calculated voltage is 11.3kV, which is higher than the actual voltage limit of 7.5kV.
  • #1
Abdullah Almosalami
49
15
TL;DR Summary
Overload voltage rating
Sqrt in equation
So I have these 10k 5% resistors from Stackpole Electronics and just because I never actually took the time to look at a resistor datasheet beyond nominal resistance, tolerance, and power rating specs, I decided to look them up. Came across a couple things I wanted to ask about:

1) Maximum overload voltage rating and single pulse power plot
Here's a picture of the basic resistor specs (highlighted in orange) (ignore my notes). As you can see, max overload voltage is 700V.
20200622_102128.jpg


Here is the plot on single pulse power: (my resistor type is highlighted in yellow)
20200622_102154.jpg


So my first question: It seems if the pulse is short enough (say somewhere between 1us to 10us for mine), my 1/2W 10k resistor can take 430W (holy smokes). At that power, the applied voltage would be around 2kV, which is a lot higher than the max overload voltage of 700V. I'm just wondering if the test to determine the overload voltage was done at a longer pulse duration? And so indeed my resistor can take 2kV pulses of 1us length? I 'lined' out in orange what power level would correspond to an applied voltage of 700V on the graph. Also, is "overload voltage" a single pulse from 0V -> rated overload or more like operating in continuous rated voltage and then pulse overvoltage? Maybe this is a manufacturer-specific kind of question?

2) Repetitive Pulse Data Equations
Elsewhere in the datasheet, we have equations for determining rated voltage, current, and wattage for repetitive pulses:
20200622_102210.jpg


So I wrote out the calculation for Vp for my resistor and I got 11.3kV, which is definitely wrong. What's up?

Edit: Actually, now I'm thinking the sqrt on the P is actually meant to include the R and T/t... So my calculation should be $$V_p = K\sqrt {P * R * \frac T t } \text{ instead of } V_p = K * \sqrt {P} * R * \frac T t$$That would give 80V, which makes a lot more sense... Hehe
 
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  • #2
The data sheet is written to apply to all resistor values. When you do calculations using your specific value (10K) you may find that one performance limit occurs well before the others. Suppose your resistor was 1 ohm, then that pulse voltage would be within the limits.

I don't think you can interpret the data sheet as representing experimental results. They are simply communicating how to use the product reliably as clearly as they can for engineers that may have diverse applications. For example, the pulse power limits were probably the result of thermal modeling that didn't really take into account how the heat was introduced.

I would assume that the pulse limits, and the continuous limits, must be derated if there is also continuous power being applied along with a pulse. You will need to do your own thermal modeling to solve the combination as well as maybe getting additional guidance from the application engineers. For example, the maximum hot spot temperature is a key thermal parameter.

You are correct about the square root. That comes from P=V2/R and the RMS calculation for pulses.
 
  • #3
Abdullah Almosalami said:
It seems if the pulse is short enough (say somewhere between 1us to 10us for mine), my 1/2W 10k resistor can take 430W (holy smokes). At that power, the applied voltage would be around 2kV, which is a lot higher than the max overload voltage of 700V.

It is only said that the maximum 1us single pulse power of the CF12 type resistor is 430W, but it has never been said that the voltage value can be calculated based on the 430W and applied to the resistor.

To ensure safety, I believe that even if the pulse duration is 1us or less, we cannot apply a voltage higher than the overload voltage or the maximum overload voltage to the resistor.

Sometimes, the manufacturer’s data sheet may not cover all possible situations, in which case, I think we should put the greatest safety first.

In addition, according to the link https://www.koaglobal.com/product/library/resistor/term?sc_lang=en,
the overload voltage is the allowable voltage which is applied in 5 seconds under short time overload test. Overload voltage shall be 2.5 times of rated voltage or max. overload voltage, whichever is lower.

Therefore, please note that we must also not apply a voltage greater than 2.5 times the rated voltage.
 
Last edited:
  • #4
From a practical standpoint, the maximum voltage is the lesser of:
  • The flashover voltage.
  • The highest voltage that can be applied and remain under the maximum power.

I wouldn't be at all surprised if that's what the manufacturer quotes. 😁
 
  • #5
For single pulse, it's more like an AND equation, (Vp < 700V) AND (max pulse power), not just look at the max pulse power and think it will take 2KV.

They are two completely different thing, voltage max is is governed by the lead spacing( surface creepage), the material makeup of the resistor etc. You don't need power to get to HV breakdown. Power is heat. You need to obey the HV limit AND the power limit.

I use a lot of Stackpole resistors in building my power amps, BECAUSE it's CHEAP! I sure won't push the limit. I don't trust them at all. I use them at like 1/2 the spec. The resistors are getting smaller and smaller for the power rating. You ever try pumping 3/4W through a 2W rated resistor? You don't touch it! I use Stackpole and another Chinese brand, I use 3W resistor for under 1W to be safe. You look at the size of the 3W now a days, they are same or smaller size as an old style 1W resistor! I am not a physicist, but isn't power dissipation related to the surface area in air?
 

1. What is the purpose of a resistor datasheet?

A resistor datasheet provides detailed information about a specific resistor, including its electrical properties, physical dimensions, and manufacturer specifications. This information is crucial for engineers and technicians to select and use the right resistor for a particular circuit or application.

2. How do I read a resistor datasheet?

Reading a resistor datasheet can be overwhelming at first, but it is essential to understand the key parameters. The most important information to look for is the resistor's resistance value, tolerance, power rating, and temperature coefficient. These values will determine how the resistor will perform in a circuit.

3. What is the difference between a through-hole and surface mount resistor?

A through-hole resistor has leads that are inserted into holes on a circuit board and soldered in place, while a surface mount resistor is mounted directly onto the surface of the board. Through-hole resistors are typically larger and easier to handle, while surface mount resistors are smaller and more suitable for compact electronic devices.

4. How do I choose the right resistor for my circuit?

Choosing the right resistor for a circuit depends on several factors, including the required resistance value, power rating, and tolerance. It is also essential to consider the resistor's temperature coefficient and any other special properties, such as noise reduction or high precision. Consulting the datasheet and understanding the circuit's requirements will help in selecting the appropriate resistor.

5. Can I use a resistor with a higher or lower value than specified in the datasheet?

It is generally not recommended to use a resistor with a significantly higher or lower value than specified in the datasheet. Doing so can affect the circuit's performance and potentially damage other components. However, if the change is minor and within the resistor's tolerance range, it may be acceptable. It is always best to consult the datasheet and consult with an expert before making any changes to a circuit's components.

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