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LMV822MX 参数 Datasheet PDF下载

LMV822MX图片预览
型号: LMV822MX
PDF下载: 下载PDF文件 查看货源
内容描述: 单/双LMV822 / LMV824四路低电压,低功耗,R到R输出, 5 MHz的运算放大器 [Single/ LMV822 Dual/ LMV824 Quad Low Voltage, Low Power, R-to-R Output, 5 MHz Op Amps]
分类和应用: 运算放大器
文件页数/大小: 26 页 / 1061 K
品牌: TI [ TEXAS INSTRUMENTS ]
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Application Note (Continued)  
Notice that R3 could also be calculated as 0.707 of Ra or R2.  
The circuit was implemented and its cutoff frequency mea-  
sured. The cutoff frequency measured at 2.92 kHz.  
The circuit also showed good repeatability. Ten different  
LMV822 samples were placed in the circuit. The correspond-  
ing change in the cutoff frequency was less than a percent.  
To simplify the design process, certain components are set  
equal to each other. Refer to Figure 10 and Figure 11. These  
equal component values help to simplify the design equa-  
tions as follows:  
TRI-LEVEL VOLTAGE DETECTOR  
The tri-level voltage detector of Figure 13 provides a type of  
window comparator function. It detects three different input  
voltage ranges: Min-range, Mid-range, and Max-range. The  
output voltage (VO) is at VCC for the Min-range. VO is  
clamped at GND for the Mid-range. For the Max-range, VO is  
at Vee. Figure 14 shows a VO vs. VI oscilloscope photo per  
the circuit of Figure 13.  
Its operation is as follows: VI deviating from GND, causes  
the diode bridge to absorb IIN to maintain a clamped condi-  
tion (VO= 0V). Eventually, IIN reaches the bias limit of the  
diode bridge. When this limit is reached, the clamping effect  
stops and the op amp responds open loop. The design  
equation directly preceding Figure 14, shows how to deter-  
mine the clamping range. The equation solves for the input  
voltage band on each side GND. The mid-range is twice this  
voltage band.  
To illustrate the design process/implementation, a 3 kHz,  
Butterworth response, low-pass filter DAAF (Figure 10) is  
designed as follows:  
1. Choose C1 = C3 = C = 1 nF  
2. Choose R4 = R5 = 1 kΩ  
3. Calculate Ra and R2 for the desired Fc as follows:  
10012889  
4. Calculate R3 for the desired Q. The desired Q for a  
Butterworth (Maximally Flat) response is 0.707 (45 degrees  
into the s-plane). R3 calculates as follows:  
15  
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