Fan out is the maximum number of standard logic inputs that the output of a logic gate can drive while still meeting the required voltage levels for a valid logic 0 and logic 1. Fan out is a measure of load capability and depends on the output drive capability of the driving gate and the input current requirements of the receiving gates.
For bipolar transistor-transistor logic (TTL) families, outputs can usually sink significantly more current than they can source. A standard low-power Schottky TTL (LS TTL) gate, for example, can sink about 20 times the current it can source. Because the ability to drive multiple inputs depends on both sourcing and sinking limits, the fan out of a TTL gate is often given as 20 when driving other LS TTL gates; that is, a single LS TTL output can typically drive up to 20 LS TTL inputs without the output voltage falling below the minimum specified for logic 1.
Fan out is specific to a logic family and to the direction of current flow. When gates of different families are mixed, the effective fan out changes because input and output currents differ between families. For instance:
To express fan out quantitatively for DC (static) loading, use the following relation:
Fan-out = min( IOH / IIH , IOL / IIL )
where:
This formula yields the number of identical inputs that a single output can drive in steady state. It assumes that voltage thresholds and noise margins are met and that temperature and supply voltage are within specified limits.
Static fan-out, as defined above, ignores capacitive effects and switching behaviour. At high switching frequencies (AC conditions) additional limits appear because each logic input and each interconnection contributes capacitance. When one output drives many inputs, the input capacitances appear in parallel at the driven node and increase the total capacitive load.
The output impedance of the driving gate and the total load capacitance form a first-order RC low-pass filter. The time constant of that filter is given by:
τ = Rout × Cload
where R_out is the effective output resistance of the driver and Cload is the total capacitance seen by the output (sum of input capacitances and stray/line capacitances). The RC network slows edges: the rise time and fall time increase and the propagation delay of the gate increases. For a single-pole RC response, the approximate 10%-90% rise time is:
tr ≈ 2.2 × τ
Slower edges reduce noise margins, increase the chance of glitching, and can cause setup/hold timing violations in synchronous systems. Thus, although an LS TTL output may be able to drive a very large number of CMOS inputs in a DC sense, at high frequencies the capacitive loading can limit the practical fan out.
Practical consequences of AC fan-out limitation include increased propagation delay, degraded signal integrity, overshoot or ringing (if transmission-line effects are present), and higher dynamic power dissipation because more charge is moved each switching cycle.
To manage AC fan-out and preserve signal integrity, designers commonly use the following measures:
In summary, static fan-out is governed by DC input/output currents and can be calculated from current ratios, while AC (dynamic) fan-out is limited by capacitive loading, output impedance and required switching speed. For reliable high-speed designs always consider both the DC current limits and the capacitive/time-constant effects, and employ buffering, proper PCB layout and suitable drivers to meet timing and signal-integrity requirements.
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