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56F8014_07 参数 Datasheet PDF下载

56F8014_07图片预览
型号: 56F8014_07
PDF下载: 下载PDF文件 查看货源
内容描述: 16位数字信号控制器 [16-bit Digital Signal Controllers]
分类和应用: 控制器
文件页数/大小: 125 页 / 2055 K
品牌: FREESCALE [ Freescale ]
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10.15 Equivalent Circuit for ADC Inputs  
Figure 10-17 illustrates the ADC input circuit during sample and hold. S1 and S2 are always open/closed  
at the same time that S3 is closed/open. When S1/S2 are closed & S3 is open, one input of the sample and  
hold circuit moves to (V  
-V  
)/2, while the other charges to the analog input voltage. When the  
REFH REFL  
switches are flipped, the charge on C1 and C2 are averaged via S3, with the result that a single-ended  
analog input is switched to a differential voltage centered about (V -V )/2. The switches switch  
REFH REFL  
on every cycle of the ADC clock (open one-half ADC clock, closed one-half ADC clock). Note that there  
are additional capacitances associated with the analog input pad, routing, etc., but these do not filter into  
the S/H output voltage, as S1 provides isolation during the charge-sharing phase.  
One aspect of this circuit is that there is an on-going input current, which is a function of the analog input  
voltage, V  
and the ADC clock frequency.  
REF  
125Ω ESD Resistor  
8pF noise damping capacitor  
4
3
Analog Input  
S1  
C1  
S/H  
S3  
C2  
S2  
(VREFH- VREFL )/ 2  
2
1
C1 = C2 = 1pF  
1. Parasitic capacitance due to package, pin-to-pin and pin-to-package base coupling; 1.8pF  
2. Parasitic capacitance due to the chip bond pad, ESD protection devices and signal routing; 2.04pF  
3. Equivalent resistance for the channel select mux; 100 ohms  
4. Sampling capacitor at the sample and hold circuit. Capacitor C1 is normally disconnected from the input and is only  
connected to it at sampling time; 1.4pf  
1
5. Equivalent input impedance, when the the input is selected =  
(ADC Clock Rate) x 1.4 x 10-12  
Figure 10-17 Equivalent Circuit for A/D Loading  
10.16 Power Consumption  
See Section 10.1 for a list of IDD requirements for the 56F8014. This section provides additional detail  
which can be used to optimize power consumption for a given application.  
Power consumption is given by the following equation:  
Total power = A: internal [static component]  
+B: internal [state-dependent component]  
+C: internal [dynamic component]  
+D: external [dynamic component]  
+E: external [static]  
56F8014 Technical Data, Rev. 9  
110  
Freescale Semiconductor  
Preliminary  
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