Crocodile Clips - Guides555 TimersIntroduction Monostable Circuit
When pin 2 is set to 0v (because of the action of the switch), the chip sets pin 3 to 9v. This means that the potential difference across the LED is 9v so it switches on. Normally current is diverted through pins 7 and 1 from the 5.6k resistor, but now this route is blocked off and the capaciter starts to charge up. When it reaches 2/3s of the supply voltage, the current is diverted back through pins 7 & 1, pin 3 becomes 0v and the LED turns off. The chip then discharges the capaciter and the circuit is reset. You can observe what is happening to the voltages at the pins using this graph.
To calculate the time delay, there are two formulas that can be used. You can use the time constant for an 'RC' chain formula (T=RxC) which is used with the 5.6k resistor and the capacitor (remember it from the capacitors page?). Or you can use T=1.1 CR, which is specific to a monostable circuit, the latter is more accurate, but the former easier to use and will do for most cases. Remember to use R in Mohms and C in µF. Variations to the Monostable
circuit
Astable Circuit
The astable circuit is a dual-in-line (DIL) package, with the pins arranged like this:
Formulas for the 555 Astable 1.44 / ( C ( R1+2R2 ) ) For example, the speed for the circuit above would be:
Although this formula gives quite exact answers, it is often a lengthy and boring process to go through this sum many times, especially when trying to find a set value for, say 6 seconds. For this, you can use the graph below:
Please note that this graph is only a very rough guide and as values start to reach the top of the table (a large capacitance) the accuracy decreases considerably. However, it is useful for getting a feeling for whether the values are about okay. Mark to Space
Ratio
The purple line shows the voltage of pins 6 & 2. The size of the 'space' is measured by the size of R2 (68K in our circuit), and this is the time when the capacitor is discharging. The size of the 'mark' is measured by the size of R1+R2, meaning that it will always be larger. For an even mark to space ratio (therefore an even frequency), R1 must be very low and R2 must be comparatively higher. Note that at the start there is a double 'mark' as the capacitor charges to 2/3s of the supply voltage, but it then only ever drops as low as 1/3 of the supply voltage. Note also that a cycle is one mark and one space, and it is the frequency of the cycles that creates the frequency for the flashes. Variations
on the Astable circuit
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