Chips

555 timer

A classic chip for blinking, beeping and timing. It charges a capacitor through resistors and flips its output each time the capacitor voltage crosses 1/3 and 2/3 of the supply, so two resistors and a capacitor set the timing.

Pins

TRIG (2) / THR (6)
: The two comparator inputs, watching the capacitor voltage at 1/3 and 2/3 of VCC.
DIS (7)
: Discharge: a transistor that empties the capacitor.
OUT (3)
: Can drive about 200 mA, enough for an LED, buzzer or small relay.
RST (4) / CTRL (5)
: Reset (tie high if unused) and control voltage (add 10 nF to ground).

An 8-pin chip (DIP or SOIC). The 556 holds two 555s; the CMOS version (TLC555, 7555) uses far less power.

What to look for inside

  • This is astable mode, where it oscillates on its own. The top trace is the capacitor voltage and the bottom one is the output.
  • The capacitor charges through R1 and R2. When it reaches 2/3 of the supply, an internal comparator flips the output LOW and opens the discharge transistor.
  • Now it discharges through R2 only. At 1/3 of the supply the other comparator flips the output HIGH again, and the cycle repeats.
  • Bigger resistors or a bigger capacitor mean a slower blink.

The numbers that matter

SpecTypical
Supply voltage
The classic NE555 does not work from 3.3 V.
4.5 V to 16 V (NE555) · 2 V up (CMOS)
Output current
Can drive small loads directly.
≈ 200 mA
Max frequency
Fine for blinking, tones and simple PWM.
≈ 100 kHz to 500 kHz

Where you’ll use it

  • Blinking LEDs and beeping buzzers.
  • Delay timers (monostable: one pulse per trigger).
  • Simple PWM for dimming or motor speed.

Common mistakes

  • Leaving RESET (pin 4) floating. Tie it to VCC.
  • Using electrolytic capacitors for precise timing. Their tolerance is ±20 %.

Lessons that use it

No 555 lesson yet. Its timing comes from the RC charging shown in lesson 2.2.

Go deeper

tHIGH=0.693 (R1+R2) C,tLOW=0.693 R2 Ct_{HIGH} = 0.693\,(R_1 + R_2)\,C,\quad t_{LOW} = 0.693\,R_2\,C

Astable timing. 0.693 = ln 2, the time to charge from 1/3 to 2/3.

f=1.44(R1+2R2) Cf = \tfrac{1.44}{(R_1 + 2R_2)\,C}

Frequency.

Read next

All components · All lessons · Glossary