Direct from the Manufacturer
"311 sac
Catalog Datasheet  MFG & Type  Document Tags  

Abstract: Connectors (SACs) to link the Layer1 modules. The PCM interface of the ELIC is connected to another SAC , Supports serial, multiplexed and demultiplexed uCinterface IOM2 interface of ELIC connected to two SAC PCM interface on SAC IOM2 interface of ICC on SAC Easy configuration by Complex Programmable Logic , . Block Diagram SAC SAC SAC IOM® PCM IOM At the Service Access Connectors (SACs) the former series SIPB 5000 Layer1 boards can be connected. ® SAC ® IOM ELIC® PEB 20650 ICC 
Siemens Original 

old pc monitor diagram Q67230H1044 B115H7367XX7600 
Abstract: TINLEY PARK, ILLINOIS 6/03 DATE SAC SAC BY CHK RELEASED DESCRIPTION 10850 ECN LCCX1 
Panduit Original 

LCCX138DH LCCX138DHX LCCX138DHCUST 
Abstract: AMC 1 SAC 2 SIP 5121 / 5122 LineCard Board Mainboard SIPB 5000 80C188 CPU System PC Interface SAC 3 Layer1 Module SAC 1 e.g. SInterface UInterface. PCM ITB05750 Realization of a Digital Line Card Siemens Aktiengesellschaft 1 SAC 1 Development Systems for Information Technology AMC 3 AMC 2 AMC 1 SAC 2 Mainboard SIPB 5000 80C188 CPU System PC Interface SAC 3 SIP 5121 / 5122 LineCard Board a/b SICOFI ® 2 SIPB 5135 SLIC STUS 5502 
Siemens Original 

GSM module Interface with 8051 PCM 2905 gsm based display system using LCD 8051 analog comparators code example siemens gsm module circuits 5117S 5117P ITS08202 
Abstract: , , , GCO , , CCO , , SAC , flags. The results of the GAP, GGP, GIO, GCO and SAC commands are copied into the local accumulator 
Trinamic Motion Control Original 


Abstract: LAMA SERIES 6AWG THRU 250MCM ALUMINUM MECHANICAL LUGS 04 6/03 SAC SKB FOR LAMA614Q DIM E WAS .50 
 OCR Scan 

614AWG C41125 LAMA214Q 214AWG 1214AWG15 610AWG40 24AWG50 
Abstract: : PLL circuitry and clock system 32 : Jumper 1 SAC ST2 IPACX ST1 , if it is necessary. IOM2 swap unit for the SAC connector If you would like to add a board with SAC , : : : : P 1 P 2 : TE mode Jumper 1 SAC PLL circuitry and clock system CPLD , : : SAC : 3,3V power supply : IPACX ST 1 Solder nails CPLD SMART , Interface and Protection circuitry : : CPLD : 32 : SAC 1 
Infineon Technologies Original 

IPACX  PSB 21150 SMART2000 infineon IOM2 "application note" IOM2 PSB 21150 F D81541 
Abstract: bit output shift registers A or B is controlled by the serial colum n address (SAC) which contains the , and Mode Control." Addressing and Mode Control (SAR, SAC, SCAD, RE) The serial 8bit row address SAR and the 8bit column address/m ode code SAC are serially shifted into the TVSAM (LSB first) at , SAR and SAC. The column address itself needs only 6 bits. The last 2 bits of SAC are defined as mode , 19 n RÃ" SCAD n u 11 18 H D SAR O U 12 17 sac c m 13 16 = = â¡ W T 
 OCR Scan 

868352B 92512X 67100H5063 PDSO28 PDIP281 PDIP401 
Abstract: . CASE 5A 1Â«d tOfs I (KVa t  Pita TimÂ»  sac 1m .375 Â± .010 FIGURE 1 PEAK PULSE POWER 
 OCR Scan 

D0050 15KP17 15KP280A 15KP120 15KP120A 15KP130 
Abstract: FOR Nordic/ PART NO.: SALl15A1510U6 DESIGNED NO.: 1\60301522 (SNP3080063) TYPE: August DATE: 20, 2003 APPROVED BY (PLEASE SIGN) 2~j{1 l s;)\ o"~ dz' fl " . &~ ., ö 1 ~ Cfi l/' lJå~;1otJve." [5,~cf.; , \GE.l.l Approved by : ! SAC AC SAL115A1510U6 to DC Design NO: SWITCHING A60301522 MODEL 
 Original 

a6030 SAL115A 15A1510U6 A60301521 AWG26 15VVAC 
Abstract: 24 23 22 21 20 19 18 17 16 15 SCLK VCCD EX TC LK /IN T SAC VSSA NC /B U S Y NC , Master Control Circuit SAC Row Address R ow D ecoder ANAIN/BUSY Low Pass Single Analog , . This topic is broken down into the following sections: Figure 3 Memory Map. SAC Trigger Point , STOP_PWDN PWRUP Tnext2 5m SEC SET_REC STOP, STOP_PWDN, SET_REC, REC,NOP Within SAC Low Time , + and ANAIN to the specified sector. After half the sector is used the SAC pin will drop low to 
APLUS Integrated Circuits Original 

APR6016 circuit using apr6008 APR60XX APR6008 APR600 sac 319 
Abstract: BCM48BF080T240A00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and , transformer. IQ represents the quiescent current of the SAC control, gate drive circuitry, and core losses , '" SACâ"¢ SAC K = 1/6 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC , characteristic impedance of the SACâ"¢. However, in this case a real R on the input side of the SAC is , of a capacitor or shunt impedance at the input to the SAC. A switch in series with VIN is added to 
Vicor Original 

BCM48B 240A00 
Abstract: sufficient for full functionality and is key to achieving power density. The BCM48BF030T210A00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and is a function of the , represents the quiescent current of the SAC control, gate drive circuitry, and core losses. The use of DC , with VIN. At no load: R R VOUT = VIN â'¢ K (1) VIN Vin + â'" SACâ"¢ SAC K = 1/16 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC. Rearranging Eq (1): V 
Vicor Original 

210A00 
Abstract: BCM48BF080T240A00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and , transformer. IQ represents the quiescent current of the SAC control, gate drive circuitry, and core losses , '" SACâ"¢ SAC K = 1/6 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC , characteristic impedance of the SACâ"¢. However, in this case a real R on the input side of the SAC is , of a capacitor or shunt impedance at the input to the SAC. A switch in series with VIN is added to 
Vicor Original 


Abstract: functionality and is key to achieving power density. The BCM48BF040T200B00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and is a function of the RDSON of the input , current of the SAC control, gate drive circuitry, and core losses. The use of DC voltage transformation , load: R R VOUT = VIN â'¢ K (1) VIN Vin + â'" SACâ"¢ SAC K = 1/12 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC. Rearranging Eq (1): V K = OUT VIN 
Vicor Original 

200B00 
Abstract: functionality and is key to achieving power density. The BCM48BF060T240A00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and is a function of the RDSON of the input , current of the SAC control, gate drive circuitry, and core losses. The use of DC voltage transformation , load: R R VOUT = VIN â'¢ K (1) VIN Vin + â'" SACâ"¢ SAC K = 1/8 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC. Rearranging Eq (1): V K = OUT VIN 
Vicor Original 


Abstract: BCM48BF080T240A00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and , transformer. IQ represents the quiescent current of the SAC control, gate drive circuitry, and core losses , '" SACâ"¢ SAC K = 1/6 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC , characteristic impedance of the SACâ"¢. However, in this case a real R on the input side of the SAC is , of a capacitor or shunt impedance at the input to the SAC. A switch in series with VIN is added to 
Vicor Original 


Abstract: key to achieving power density. The BCM48BF120T300A00 SAC can be simplified into the preceeding model. At no load: VOUT = VIN · K K represents the "turns ratio" of the SAC. Rearranging Eq (1): V K = OUT , represented by: IOUT = IIN IQ K (4) (3) (2) (1) ROUT represents the impedance of the SAC, and is a , . IQ represents the quiescent current of the SAC control, gate drive circuitry, and core losses. The , placed in series with VIN. R R V IN Vin + SACTM SAC K= =1/32 1/4 K Vout V OUT Figure 14 
Vicor Original 

300A00 
Abstract: SAC can be simplified into the preceeding model. At no load: VOUT = VIN · K K represents the "turns ratio" of the SAC. Rearranging Eq (1): V K = OUT VIN In the presence of load, VOUT is represented by , represents the impedance of the SAC, and is a function of the RDSON of the input and output MOSFETs and the winding resistance of the power transformer. IQ represents the quiescent current of the SAC control, gate , independent, resistor R is now placed in series with VIN. R R V IN Vin + SACTM SAC K= =1/32 2/3 K 
Vicor Original 

BCM48BF320T300A00 
Abstract: sufficient for full functionality and is key to achieving power density. The BCM48BF040T200A00 SAC can be simplified into the preceeding model. At no load: VOUT = VIN · K K represents the "turns ratio" of the SAC , the SAC, and is a function of the RDSON of the input and output MOSFETs and the winding resistance of the power transformer. IQ represents the quiescent current of the SAC control, gate drive circuitry , , resistor R is now placed in series with VIN. R V IN Vin + SACTM SAC K= = 1/32 1/12 K Vout V 
Vicor Original 

MILHDBK217Plus 200A00 
Abstract: . The BCM48BF030T210A00 SAC can be simplified into the preceeding model. ROUT represents the impedance of the SAC, and is a function of the RDSON of the input and output MOSFETs and the winding resistance of the power transformer. IQ represents the quiescent current of the SAC control, gate drive , ) VIN Vin + â'" SACâ"¢ SAC K = 1/16 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC. Rearranging Eq (1): V K = OUT VIN (2) The relationship between VIN and 
Vicor Original 

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