I have this book about electricity, but I dont understand a passage.
"All ammeters have a certain amount of internal resistance. If a resistor having the same interanl resistance as the meter, is connected in parallel with the meter, the resistor will take half the current."
I understand this part, current will split evenly when presented with two parallel paths of equal resistance. But then this section confuses me....
"By chosing the right resistor value, the full-scale deflection af an ammeter can be increased by a factor of 10, 100, or even 1000. This resistor must be capable of taking the current without burning up. It might have to take practically all of the current flowing through the assembly, leaving the meter to carry only 1/10, 1/100, or 1/1000 of the current. This is called a shunt reistance or meter shunt. Meter shunts are frequently used when it is necessary to measure very large currents, such as hundreds of amperes."
Ok, so suppose we wanted to measure a current that was in the hundreds of amps. Would we want this shunt to be of large or small resistance? Do we want the current to go through the ammeter, or through the resistor? Going back to the scenario of the meter taking only 1/10, 1/100, or 1/1000 of the current, this would mean that the nearly all the current would go through the resistor. In order fot current to go mostly through the resistor, that means that it offered the past of far less resistance.
I'm okay with this until the explanation of a voltmeter that follows.
"All ammeters have low internal resistnace. They are designed that way deliberately. They are meant to be connected in series with other parts of the circuit, not right across the power supply".
But the section on the ammeter just said that the resistor "i.e. other parts of the circuit" should be in "parallel". ARG! WTF is going on here?