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DLP4501FQG Texas Instruments .45 WXGA-800 DDR Series 311 DMD 80-CLGA 0 to 70

"311 sac

Catalog Datasheet MFG & Type PDF Document Tags
Abstract: Connectors (SACs) to link the Layer-1 modules. The PCM interface of the ELIC is connected to another SAC , Supports serial, multiplexed and demultiplexed uC-interface IOM-2 interface of ELIC connected to two SAC PCM interface on SAC IOM-2 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 Layer-1 boards can be connected. ® SAC ® IOM ELIC® PEB 20650 ICC Siemens
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old pc monitor diagram Q67230-H1044 B115-H7367-X-X-7600
Abstract: TINLEY PARK, ILLINOIS 6/03 DATE SAC SAC BY CHK RELEASED DESCRIPTION 10850 ECN LCCX1 Panduit
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LCCX1-38DH LCCX1-38DH-X LCCX1-38DH-CUST
Abstract: AMC 1 SAC 2 SIP 5121 / 5122 Line-Card Board Mainboard SIPB 5000 80C188 CPU System PC Interface SAC 3 Layer-1 Module SAC 1 e.g. S-Interface U-Interface. 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 Line-Card Board a/b SICOFI ® -2 SIPB 5135 SLIC STUS 5502 Siemens
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GSM module Interface with 8051 PCM 2905 gsm based display system using LCD 8051 analog comparators code example siemens gsm module circuits 5117-S 5117-P 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
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Abstract: LAMA SERIES 6AWG THRU 250MCM ALUMINUM MECHANICAL LUGS 04 6/03 SAC SKB FOR LAMA6-14-Q DIM E WAS .50 -
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6-14AWG C41125 LAMA2-14-Q 2-14AWG 12-14AWG-15 6-10AWG-40 2-4AWG-50
Abstract: : PLL circuitry and clock system 32 : Jumper 1 SAC ST2 IPAC-X ST1 , if it is necessary. IOM-2 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 : IPAC-X ST 1 Solder nails CPLD SMART , Interface and Protection circuitry : : CPLD : 32 : SAC 1 Infineon Technologies
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IPAC-X - PSB 21150 SMART2000 infineon IOM2 "application note" IOM2 PSB 21150 F D-81541
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 8-bit row address SAR and the 8-bit column address/m ode code SAC are serially shifted into the TV-SAM (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 -
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868352-B 9251-2X 67100-H5063 P-DSO-28- P-DIP-28-1 P-DIP-40-1
Abstract: . CASE 5A 1«d tOfs I (KVa t - Pita Tim» - sac 1m .375 ± .010 FIGURE 1 PEAK PULSE POWER -
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D0050 15KP17 15KP280A 15KP120 15KP120A 15KP130
Abstract: FOR Nordic/ PART NO.: SALl15A-1510U-6 DESIGNED NO.: 1\6030152-2 (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,~c-f.; , \GE.l.l Approved by : ! SAC AC SAL115A-1510U-6 to DC Design NO: SWITCHING A6030152-2 MODEL -
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a6030 SAL115A 15A-1510U-6 A6030152-1 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
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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
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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
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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
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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
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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
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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
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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
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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
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BCM48BF320T300A00
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
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Abstract: functionality and is key to achieving power density. The BCM48BF120T300A00 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 = 1/4 K = 1/32 Vout VOUT K represents the â'turns ratioâ' of the SAC. Rearranging Eq (1): V K = OUT VIN Vicor
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