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easylife2
2 years ago

The resistance of the NTC at 60° is read from the diagram (on the line for the 10 kΩ NTC): approx. 2240 Ω

(Note: previous incorrectly read value has been corrected).

Then you replace the parallel connection of R2 and NTC with a resistor.

The rest is pellet.

—–

Supplement for @ (how to read the chart)

2718281828
2 years ago
Reply to  easylife2

“For the resistance of the NTC at 60° you read from the diagram (on the line for the 10 kΩ NTC): approx. 1150 Ω” – I don’t understand :-(. I read minimum 2.5 kOhm. Greetings e1

easylife2
2 years ago
Reply to  2718281828

The diagram shows several characteristics for different NTCs. The slanted kΩ data refer to the R20 of the NTC used (R20 =resistance at 20°C). The line labeled with 10 kΩ is relevant for the task. On the line, the point of intersection with the vertical 60° C. line is sought and, starting from this point of intersection, the resistance of the NTC at 60° C. is read off on the logarithmic y axis.

easylife2
2 years ago

That’s true. With sharp eye you can see the intersection at 2240 Ω;-)

I’ll fix it.

Havenari
2 years ago

I’d read it like that.

2718281828
2 years ago

I absolutely agree. But I read at least > 2000 ohms. Maybe I have a kink in my look. LG e1

Halswirbelstrom
2 years ago

Correction: Ua = 1.4 V (rule in denominator)

LG H.

easylife2
2 years ago

There was a mistake. The total resistance of the voltage divider (in the counter) is not 15k+18k, but 15k+parallel circuit.

2718281828
2 years ago
Reply to  easylife2

I also come to the conclusion that there is a mistake here. I once again looked at the formula for the loaded spg divider and my solution is not correct. I’m not sure yet. Greetings

Halswirbelstrom
2 years ago

That’s right. I blew a fatal mistake. Thanks for the tip.

LG H.

easylife2
2 years ago

I am

The parallel circuit 18k and 2.2k for the NTC

1/ (1/18k + 1/2,2k) = 1960 Ω

The voltage divider thus yields

12V/(15k+1960) * 1960 = 1.39V

Also fits well to the offered 1.4 V

Havenari
2 years ago

Determine resistance from diagram.

Calculate total resistance of the two parallel resistors.

Calculate voltage drop.

2718281828
2 years ago
Reply to  Havenari

This is exactly what I’ve done six times. Unfortunately, my results do not match any of the possibilities. I always lie between 1.3V and 1.5V. The value for 1.4V reckoned does not match the characteristic curve. What am I doing wrong?

easylife2
2 years ago
Reply to  2718281828

1.4V fits well if you read anything about the 2230…2240 Ω…

Havenari
2 years ago
Reply to  2718281828

The 1.4 Vs seem plausible to me.

Ra should be around the 2000 ohm. Then it should be about that 10,6V drop off at R1.