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MAX5133BEEE

Integrated Circuits (ICs) 16-SSOP (0.154", 3.90mm Width)

Manufacturer No:: MAX5133BEEE

Manufacturer:: Maxim Integrated

Product Category:: Data Acquisition - Digital to Analog Converters (DAC)

Description:: IC DAC SERIAL 13BIT F-S 16-QSOP

RoHs Status:

Datasheet:: MAX5133BEEE Datasheet(PDF)

Unit Price:: $0.000000

Product Category :	Data Acquisition - Digital to Analog Converters (DAC)
Manufacturer :	Maxim Integrated
Architecture :	R-2R
Data Interface :	SPI
Differential Output :	No
INL/DNL (LSB) :	±2 (Max), ±1 (Max)
Number of Bits :	13
Number of D/A Converters :	1
Operating Temperature :	-40°C ~ 85°C
Output Type :	Voltage - Buffered
Package / Case :	16-SSOP (0.154", 3.90mm Width)
Packaging :	Tube
Part Status :	Obsolete
Reference Type :	External, Internal
Series :	-
Settling Time :	20µs (Typ)
Supplier Device Package :	16-QSOP
Voltage - Supply, Analog :	2.7 V ~ 3.6 V
Voltage - Supply, Digital :	2.7 V ~ 3.6 V

MAX5133BEEE has the following characteristics

MAX5133BEEEis produced byMaxim Integrated, belongs to Data Acquisition - Digital to Analog Converters (DAC), and its best working temperature is -40°C ~ 85°C, the size is 16-SSOP (0.154", 3.90mm Width), and Tube is its most common packaging method, which belongs to the - series, using 16-QSOP.

MAX5133BEEE Product Detail:

MAX5133BEEE is a Data Acquisition - Digital to Analog Converters (DAC), Buffer Amps, Designed and produced by Maxim Integrated. The MAX5133BEEE produced by Maxim Integrated can be purchased on the website of Dyethin. Here you can find various types of electronic parts from leading manufacturers worldwide. The MAX5133BEEE of Dyethin has undergone strict quality control and meets all the requirements. The inventory status marked on Dyethin is for reference only. If you haven’t found the part you are looking for, you can contact us for more information, such as the inventory quantity of the MAX5133BEEE Datasheet （PDF)， MAX5133BEEE price, MAX5133BEEE pinout, MAX5133BEEE manual, and MAX5133BEEE replacement Solution.

Stock: 3,690

Minimum Order: 0

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