LIFEBUY: TI has announced that the device will be discontinued, and a lifetime-buy period is in effect. NRND: Not recommended for new designs. Device is in production to support existing customers, but TI does not recommend using this part in a new design. PREVIEW: Device has been announced but is not in production.

74LS32 Datasheet, 74LS32 Quad 2-input OR Gate Datasheet. 74LS32 Pinout and Datasheet.

In this guide, you’re going to learn what the 74×32 IC does and how to hook it up in a circuit. What does the 74HC32 / 74LS32 do? The 74×32 gives you four basic OR gates that can be used individually. An OR gate is a logic gate that outputs 1 (HIGH) if one of it inputs are 1 (HIGH).

The 74LS32 is a Dual Input OR Gate with Quad package. It contains four independent gates each of which performs the logic OR function. Each gate has two inputs that’s why it is named Quad 2-Input OR Gate. Logic level gates like 74LS32 and flip-flops play a vital role in digital electronics. Connect to the ground of the circuit.

Part #: 74LS32. Download. File Size: 121Kbytes. Page: 4 Pages. Description: QUAD 2-INPUT OR GATE. Manufacturer: Motorola, Inc.

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Description: QUADRUPLE 2-INPUT POSITIVE-OR GATES. Manufacturer: Texas Instruments.

2023年9月21日 · This article discusses an overview of the 74LS32 OR gate which is also known as the 74LS32 quad-2-input OR gate. What is 74LS32 Quad-2-Input OR Gate? The 74LS32 IC is a quad dual input OR logic gate which means it includes four separate OR logic gates where each gate performs the function of logic OR.

The 74LS32 is a quadruple 2-input OR gate chip that features four independent OR gates, each with two inputs (A, B, C, D) and a corresponding output port (Y). This chip utilizes low-power Schottky technology, which enhances speed and decreases power consumption while retaining compatibility with other TTL logic gate chips.

What does the 74LS32 do? The 74×32 gives you four basic OR gates that can be used individually. An OR gate is a logic gate that outputs 1 (HIGH) if one of its inputs are 1 (HIGH). In the truth table below, you can see what the output will be for any given input: