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zaccoman2
modified 9 years ago

Question. Wheatstone bridge for a bulb.

2
7
117
01:42:24
This is the Wheatstone bridge. it allows you to measure the resistance of the light bulb with a comparison method. by varying Rc it goes up to the value of the bulb resistance. to understand when you get the result you must observe the amperometer. when the voltage at its terminals is zero, ie when no current flows means that we are at equilibrium: Ra * Ia = x * Ix; Rb = Rc * Ia * Ix. calculations show that Rbulb * Rc = Ra / Rb 749nA are acceptable and approximated to 0A. due to the lack of resolution of the change in resistance you can not arrive at 0A. Rbulb=(3,34 +- 0,01) kohm confirmation of a result you can look in P = I ^ 2 * Rbulb the bulb is 30mW from the circuit you can see that it is crossed by 1.5mA with the inverse formula Rbulb = P / I ^ 2 = 13,33 kohm so I wonder: where is the mistake? it is a bug? what is certain is that the Wheatstone bridge can not go wrong. Bye.
published 9 years ago
BillyT
9 years ago
Your maths are impeccable, but you have over looked one thing. The 30 milli Watt rating is at 10V. At 10V the lamp will draw 3 mA. R=E/I =3,333 Ohms. The investigation did however find that EC's modeling of a light bulb is not really correct thought, a bulb is a PTC device and as such the 5V current should have been higher than 1.5mA.
hurz
9 years ago
Yes right Billy, Rbulb = P / (2 * I)^2.
zaccoman2
9 years ago
Thank you!:)
thebugger
9 years ago
Keep in mind that in reality this method won't get you very accurate results. The bulb resistance varies widely with the applied voltage. When idle, the resistance will be much lower than at full power. Sometimes it'll vary by a very large degree. This is called a Positive Thermal Coefficient (PTC) as billy already mentioned.
zorgrian
9 years ago
correction! The bulb's resistance varies with the amount of current that passes through it and NOT the applied voltage
thebugger
9 years ago
I=U/R if you know what I mean
hurz
8 years ago
7.49mW at 5V bulbs are were available? http://everycircuit.com/circuit/4595048133165056

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