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Part Numbert Mfg Packt D/C Descriptiont Qty Company/Contact  
MX28F160C3BTC-70 MX    07+/08  New original stock  6000 
    AOBEISI ELECTRONIC TECHNOLOGY(..
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MX28F160C3BTC-70 MX    0240+    TSOP 

MX28F160C3BTC-70 Datasheet

M27C64A
Symbol Alt Parameter Test Condition ·15 -20 -25 -30 Unit
Min Max Min Max Min Max Min Max
LAV@ tACC Address Valid to Output Valid E = VIL, G = VIL 150 200 250 300 ns
tELQV tCE Chip Enable Low to Output Valid G= VIL 150 200 250 300 ns
tGLQV tOE Output Enable Low to Output Valid E= VIL 75 80 100 120 ns
tEHQZ(2) tDF Chip Enable High to Output Hi-Z G= VIL O 50 O 50 0 60 O 105 ns
tGHQZ(2) tDF Output Enable High to Output Hi-Z E= VIL O 50 O 50 0 60 O 105 ns
LAXOX tOH Address Transition to Output Transition E = VIL, G = VIL O O 0 O ns


MX28F160C3BTC-70 Price

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MX28F160C3BTC-70 on stock

FIGURE No. TN41A TN41B
CHARACTERISTIC SYMBOL AND CONDITION MIN TYP MAX. MIN TYP MAX. UNIT
Peak Current RG =1Mfl 0.05 2 0.01 0.15
(VS =10V) RG =10kfl Ip 1,2,3 1.0 5 0.35 1.0 A
Offset Voltage RG =1Mfl 0.2 0.35 1.6 0.2 0.35 0.6 V
(VS =10V) RG =10kfl VT 1,2,3 0.2 0.45 0.6 0.2 0.45 0.6
Valley Current RG =1Mfl 15 50 7 25
(VS =10V) RG =10kfl IV 1,2,3 70 200 25 160 A
Gate-Anode Leakage Current IGAO 4VS =40V O03 10 0.03 10 nA
Gate-Cathode Leakage Current IGKS 5VS =40V 0.3 100 0.3 100 nA
Forward Voltage VF IF= 50mA 1 1.5 1 1.5 V
Pulse Output Voltage VO 6.7 6 10 6 10 V
Pulse Voltage Rise Time tr 6.7 70 80 70 80 ns


(AII Pin Designations Refer t0 40-Pin DIP Package) The TC811 is a dual slope, integ rating analog-to-digital converter. An understanding of the dual slope conversion technique will aid the user in following the detailed TC811 theory of operation following this section. A conventional dual slope converter measurement cycle has two distinct phases: 1) Input Signal Integration 2) Reference Voltage Integration (Deintegration) Referring to Figure 2, the unknown input signal to be converted is integrated from zero for a fixed time period (TINT), measured by counting clock pulses. A constant reference voltage of the opposite polarity is then integrated until the integrator output voltage returns to zero. The reference integration (deintegration) time (TDEINT) is then directly proportional to the unknown input voltage (VIN). In a simple dual slope conve rter, a complete conversion requires the integrator output to "ramp-up" from zero and "ramp-down" back to zero. A simple mathematical equation relates the input signal, reference voltage and integration time: