ON Semiconductor▯ LM317 1.5 A Adjustable Output, Positive Voltage Regulator THREE–TERMINAL The LM317 is an adjustable 3–terminal positive voltage regulator capable of supplying in excess of 1.5 A over an output voltage range
voltage level specifications A converters that use a differentialpotentiometric n Works with 2.5V (LM336) voltage reference D ladder— similar to the 256R products. These converters arechip clock generator C designed to allow operation with the NSC800 and INS8080AV to 5V analog input voltage range with
7 AC_VCC 6 VSUS_ON PMB3904 7 +3VSB 15 +AP2310 +3V SI4835BDY 14 SUSB_ON 21 +VCCP +3V 15 16 +2.5V C LM358+ C 24 VCORE H_CPURST# 29 15 +5V NB 910GM PMBT2222 DOTHAN CPU PM_PWROK 23 26 +1.8V_DUAL 16 VID[0..5] +1.5V LM358+ # 15 +5V AP70T03 25 G S R _ P T _ P (PLT_RST# is 34--41 RTCCLK(=1mS) AC_VCC R later
die Schaltung zur Erzeugung der Versorgungsspannun- gen. In der USV übernehmen Festpannungsregler (LM340 und 7805) die Erzeugung der +12V und +5V Versorgungsspannungen. Desweiteren erzeugt eine Ladungspumpe die für einige Operationverstärker notwendige negative Versorgungsspannung von -9V. Q40222 F -
7 G1 C REF 34 GND 8 E1 CREF 33 8 E1 C REF 33 9 D2 COMMON 32 12kΩ 9 D2 COMMON 32 10 C2 IN HI 31 The LM339 is required to 10 C2 IN HI31 11 B2 IN LO 30 ensure logic compatibility 11 B2 IN LO 30 with heavy display loading. 12 A2 A-Z 29 12 A2 A-Z 29 13 F2 BUFF 28 LM339 13 F2 BUFF 28 14 E2 INT 27 14 E2 INT
described in subsequent sections. Quantity Unit Name Symbol watts [lumens] Radiant flux [Luminous flux] W [lm] Radiant energy [Quantity of light] joules [lumen sec.] J [lm·s] Irradiance [Illuminance] watts per square meter [lux] W/m [lx] Radiant emittance watts per square meter W/m [lm/m ] 2 [Luminous emittance
C C Y YN NG 6 3 J148 WF13 D D 2 3 A A 3 2 D D 3 2 C K K DGND BARCODELABEL C162 D R136 R134 G R137R135 D102 D 1 R C 3 4 1 8 0 2 1 C C R R 4 1 1 1 0 3 4 4 3 2 D 9 1 1 1 Pb C J C161 4 WF11 4 3 1 5 R C Q101 Q104 Q103 Q102 J J S109 1 1 L 5 1 1 S101 3 POWER G OPEN/CLOSE OPEN/CLOSE R G POWER 3 J 3 2 1 J125
terminal line which yields V (t) − V (t) = Z ·I (t) + A· (Z ·I (t − τ) + V (t − τ) − V (t − τ)) (6.135) 1 4 L 1 L 2 2 3 V2(t) − V3(t) = Z LI 2t) + A· (Z ·L (1 − τ) + V (1 − τ) − V (4 − τ)) (6.136) Two more conventions must be indroduced I1(t) = −I 4t) (6.137) I2(t) = −I 3t) (6.138) which is valid for
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