LC898217XH

购买收藏

Auto Focus (AF) Controller & Driver with 128 Byte EEPROM

制造商：ON

中文数据手册

产品信息

LC898217XH is the AF control LSI. It consists of 1 system of feedback circuit for AF control. Built-in equalizer circuit using digital operation. Built-in A/D converter, D/A converter, Constant Current Driver. LC898217XH contains an internal EEPROM. It easily accomplishes Hall calibration and power-on sequence. Also LC898217XH has fast settling function for quickly moving focus lens. This is suitable for small & thinner camera module.

Built-in equalizer circuit using digital operation
- AF control equalize circuit
- Any coefficient can be specified by 2-wire serial I/F (TWIF)
Thin package
Built-in Constant Current Driver
- 110 mA
- 1 channel
2-wire serial interface
(The communication protocol is compatible with I
C)
Built-in A/D converter
- Input 1 channel
Built-in D/A converter
- Output 2 channel (Hall offset, Constant current bias)
Built-in VGA- Hall Amp- 1 channel
Built-in EEPROM- 128 byte (16 byte/page)
Built-in OSC
Supply voltage- VDD (2.6 V to 3.3 V)

电路图、引脚图和封装图

LC898217XH电路图

在线购买

型号	制造商	描述	购买
LC898217XH-MH	-	-	立即购买

技术资料

标题	类型	大小（KB）	下载
WLCSP10, 1.04x2.04x0.265	PDF	30	点击下载
Auto Focus (AF) Controller & Driver	PDF	238	点击下载
Case Outline 567TH : WLCSP10, 1.04x2.04x0.265 / Pin Assignment	UNKNOW	9	点击下载

应用案例更多案例

LC-π型滤波电路
LC-π型滤波电路
2009-12-07
LC谐振电路应用方法
根据电路中电感器L和电容器C的连接方式不同，共有两种基本的LC谐振电路：LC并联谐振电路和LC串联谐振电路。
2023-02-13
广州创龙电子SOM-TLZ7xH核心板-Z-7035/045/100概述
2019-11-14
安森美半导体7月份特色新品
安森美半导体的特色新品（FNP）列表重点介绍最新发布的一些器件。每一更新包括最新产品的产品类别、其独特之处的概要和了解更多详细信息的链接。无论您正在研发最新的设计还是仅仅出于对新产品的好奇，这些更新是您的...
2017-08-03
XH血红蛋白仪电路
XH血红蛋白仪电路
2009-03-01
WXH-803光纤电流差动保护的研究
WXH-803光纤电流差动保护的研究光纤电流差动保护是高压超高压线路主保护的发展方向，本文介绍了基于32位DSP所研制开发的WXH-803数字式光纤电流差
2009-07-20
NEC's xHCI host controller
NEC's
2009-12-30
东芝2150XHC彩电开关电源电路

2009-01-22

系列产品索引查看所有产品

LM431SAI	LV52207AXA	LM79L	LC87F0K08A
LC749000AT	LAN9355	LM431SA	LMX2485Q-Q1
LC75056PE	LC75879PT	LB1929	LMV931-N
LMV824	LM833	LM334	LAN9211
LM324	LC709501F	LB11683H	LAN9352

元器件商品{{ gnNumber + hkNumber }}