LTC1865LACMS - 16-Bit, 2-Channel, 250ksps ADC from Linear Technology

The LTC1865LACMS is a high-performance, 16-bit analog-to-digital converter (ADC) from Linear Technology, designed to deliver precision and speed in a compact package. It is a member of Linear Technology's LTC1865 series, renowned for their exceptional accuracy and ease of use in data acquisition systems, industrial automation, and medical equipment.

Key Features:

• High Resolution: The LTC1865LACMS offers a 16-bit resolution, ensuring high precision in measurement applications.
• Dual Channel: This ADC features two differential or single-ended input channels, providing flexibility in handling multiple signal inputs.
• Fast Sampling Rate: With a sampling rate of up to 250ksps (kilo-samples per second), it is well-suited for high-speed applications that require quick data acquisition.
• Low Power Consumption: The device is designed for power-sensitive applications, with a typical power consumption of only 1.25mW at the full sampling rate.
• No Latency Operation: The LTC1865LACMS provides no latency operation, which means that the ADC's output data is updated with every conversion clock cycle without delay.
• Easy Interface: It features a simple serial interface that can be easily connected to microcontrollers or DSPs, making system integration straightforward.
• Small Package: The ADC comes in a compact 10-lead MSOP (Mini Small Outline Package) that saves board space and is suitable for space-constrained applications.

Applications:

The LTC1865LACMS is versatile and can be used in various applications including:

• Portable Instrumentation
• Data Acquisition Systems
• Industrial Process Control
• Medical Monitoring Devices
• Automotive Systems

Overall, the LTC1865LACMS from Linear Technology is an excellent choice for designers looking for a high-precision, dual-channel ADC with a fast sampling rate and low power consumption. Its compact form factor and ease of interface make it an ideal solution for a wide range of applications where accuracy and speed are critical.