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45f15b datasheet (1)

Part ECAD Model Manufacturer Description Type PDF
45F 15B 45F 15B ECAD Model SNR Electromechanical Filter 45.9625 MHz BPF, 3 dB IL, 1.5 dB Inband ripple Scan PDF

45f15b Datasheets Context Search

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2007 - R3R40

Abstract: 10KC3 ADC08D1500 LMX2531LQ1500E 2N502 1558
Text: /D (ADC) ( SNR ) 8 10 N ADC SNR ( : dB) SNR , SNR 2 SNR ADC A/D A/D 3 RMS ( ) ADC , ) SNR Table 1 1 TABLE 1. SNR SNR SNR (dB) SNR (dB , © National Semiconductor Corporation AN300021-01-JP 49.9dB SNR ( 2 ) LMX2531LQ1500E 500fs RMS Figute 1 LMX2531LQ1500E 1 AN-1558 3 ADC 8 SNR


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PDF ADC08D1500 748MHz LMX2531LQ1500E 60MHz 60MHz10kHz 158dBc 30MHzR 220pFC2 150nFR2 85kHz R3R40 10KC3 ADC08D1500 LMX2531LQ1500E 2N502 1558
2000 - LMH6574

Abstract: LMH6550 LMH6552 LMH6704 LMH7220 LMK02000 SIGNAL PATH designer
Text: (: HDTV, , WCDMA) , SNR . . 6. m ADC {sm(n)} . , SNR . SNR . . , ADC . SNR . SNR . P.7 Feature 5. Interleaved ADC , 7 (SD) (UI = 1 ) SNR . SNR . 14 , 0.8% UI SNR . 7. 4 Interleaved ADC SNR Article PDF . Matlab . 4


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PDF LMK03000/01 LMK02000 LMH6574 LMH6550 LMH6552 LMH6704 LMH7220 LMK02000 SIGNAL PATH designer
1411D

Abstract: AN1197 APP1197
Text: spread over twice the bandwidth thereby increasing SNR. 2. The most accurate estimate of SNR is obtained , constant SNR. Figure 2 shows a direct comparison of the effective noise figure for a Nyquist ADC and an , , analog to digital converter, Nyquist ADC, oversampling, signal to noise ratio, SNR , signal to noise and , quantization and thermal noise, parameters which can significantly affect the signal-to-noise ratio ( SNR ) and , ratio ( SNR ) of an ADC is the ratio of the signal power to the non-signal power. Non-signal power


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PDF com/an1197 AN1197, APP1197, Appnote1197, 1411D AN1197 APP1197
2011 - Design

Abstract: ati 1029
Text: The IQS243 family SNR Overview Contents 1 OVERVIEW , . 2 CAPACITIVE TOUCH SNR (SIGNAL-TO-NOISE RATIO) . 2 IQS243 FAMILY SNR CHARACTERISTICS . 3 2.1 2.2 SNR CALCULATION . 3 SNR MEASUREMENT RESULTS


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PDF AZD056 IQS243 Design ati 1029
2012 - Not Available

Abstract: No abstract text available
Text: themselves as reduced SNR. The time jitter, Tjitter, is simply the rms error in the sampling time,expressed , such a case the SNR of interest is the SNR in the desired signal bandwidth. In addition the SNRjitter , € finT jitter ) − 10 log10 [ f BW / ( f s / 2)] SNRj = SNR contribution of the clock jitter, into a , of the data converter, in Hz SNRdc = SNR of the data converter with DC input, in dB And finally , SNR is presented and simulation results are provided using Hittite high performance clock generators


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PDF HMC1034LP6GE
2005 - SLYT075

Abstract: ADS5413 ADS5500 ADS5542 CDC7005 1Q 2005 Analog Applications Journal MAX3X71600LCT-ND
Text: sample). Note that the jitter on the other edge theoretically has no effect on the SNR. For simplicity , signal-tonoise ratio ( SNR ) (without other noise sources), given a certain amount of jitter, can be extracted , limitation of the SNR due to jitter is given by A2 S = -20 log ( 2 f Jitter ). 2 SNR (dBc ) = = , (AIN) has no effect on the SNR component coming from jitter. In other words, as we decrease the input , dependent on input frequency (jitter): 2 A 2 SNR (dBc ) = 10 log10 2 1 2A 2


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PDF w-smith13 ADS5500, SLYT075 SLYT075 ADS5413 ADS5500 ADS5542 CDC7005 1Q 2005 Analog Applications Journal MAX3X71600LCT-ND
1997 - CLC952

Abstract: CLC952ACMSA CLC952AJMSA CLC952PCASM 967m 199MH infrared ccd
Text: signal-to-noise ratio ( SNR ). s s s s s s The CLC952 operates from a standard ±5V power supply and , Diagram 41MSPS Wide dynamic range SFDR: 72dBc SNR : 64dB Low power dissipation: 660mW Ground , ) SFDR & SNR vs. Input Amplitude SFDR & SNR vs. Input Amplitude 80 70 70 SFDR (dBc) & SNR (dB) 80 SFDR (dBc) & SNR (dB) 8 60 50 SFDR 40 SNR 30 20 Sample Rate = 40.96MSPS AIN = 0.41MHz 10 60 50 40 SFDR SNR 30 20 Sample Rate = 40.96MSPS AIN =


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PDF CLC952 12-bit, 41MSPS CLC952 12-bit 72dBc CLC952ACMSA CLC952AJMSA CLC952PCASM 967m 199MH infrared ccd
2009 - MT-003

Abstract: popular adc AD9226 AD9444 82MSPS 8 point fft audio spectrum analyzer thd202
Text: called SNR-without-harmonics ) is calculated from the FFT data the same as SINAD, except that the signal , MT-003 TUTORIAL Understand SINAD, ENOB, SNR , THD, THD + N, and SFDR so You Don't Get Lost in the , performance are SINAD (signal-tonoise-and-distortion ratio), ENOB (effective number of bits), SNR , SNR plus the FFT process gain, 10×log(M/2). It is important to remember that the value for noise used in the SNR calculation is the noise that extends over the entire Nyquist bandwidth (dc to fs/2), but


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PDF MT-003 ISBN-10: ISBN-13: MT-003 popular adc AD9226 AD9444 82MSPS 8 point fft audio spectrum analyzer thd202
1996 - CLC952

Abstract: CLC952ACMSA CLC952PCASM 967m
Text: (SFDR) and 65dB signal-to-noise ratio ( SNR ). s s s s s s The CLC952 operates from a , CLC952 Block Diagram 41MSPS Wide dynamic range SFDR: 76dBc SNR : 65dB Low power dissipation: 625mW , ) duty cycle clock source to the ENCODE input to improve SNR and DNL. At sample rates <300kSPS, it may , (MHz) 6 8 12 15 Frequency (MHz) SFDR & SNR vs. Input Amplitude SFDR & SNR vs. Input Amplitude 80 70 70 SFDR (dBc) & SNR (dB) 80 SFDR (dBc) & SNR (dB) 8 60 50


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PDF CLC952 12-bit, 41MSPS CLC952 12-bit 41MSPS 76dBc CLC952ACMSA CLC952PCASM 967m
2006 - CYPRESS an2394

Abstract: AN2403 Cypress Projected Capacitive touch sensor design AN2233 an2394 Cypress touch CYPRESS an2233 CYPRESS an2233a multiple Touch capacitive Sensor cypress AN2318
Text: improving SNR (see Reference [2]). A good layout is essential for a high SNR. For example, the selected , lower SNR , then filtering should be used to minimize the noise component of SNR. A simple IIR filter or , produced. The worst-case ON and OFF scenario should be used when measuring SNR. If the system is designed , , AN2355, AN2360, AN2394 Abstract A minimum Signal-to-Noise Ratio ( SNR ) requirement of 5:1 is derived , shown in FIgure 2. The thresholds have the following functions: 2. Minimum SNR for CapSense A "best


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PDF AN2403 CY8C20x34, CY8C21x34, CY8C24x94 AN2233a, AN2277, AN2292, AN2318, AN2352, AN2355, CYPRESS an2394 AN2403 Cypress Projected Capacitive touch sensor design AN2233 an2394 Cypress touch CYPRESS an2233 CYPRESS an2233a multiple Touch capacitive Sensor cypress AN2318
2001 - ERL 35

Abstract: AN5247 MSAN-168 MT9122 MT9300
Text: , two phase jumps (110o) at interval of 450±25 [ms], SNR=11dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o)at interval of 450±25 [ms], SNR=10dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=9dB Tone , ], SNR=8dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=7dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps


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PDF MSAN-168 MT9122/MT9300 AN5247 MT9122) MT9300) ERL 35 AN5247 MSAN-168 MT9122 MT9300
1999 - AN5247

Abstract: ERL 35 erl 35 2 MSAN-168 MT9122 MT9300
Text: , two phase jumps (110o) at interval of 450±25 [ms], SNR=11dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o)at interval of 450±25 [ms], SNR=10dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=9dB Tone , ], SNR=8dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=7dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps


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PDF MSAN-168 MT9122/MT9300 AN5247 MT9122) MT9300) AN5247 ERL 35 erl 35 2 MSAN-168 MT9122 MT9300
2007 - TRILITHIC bandpass

Abstract: ADC14155 ADC14V155 LMH6515
Text: ) ADC14V155 14 ADC 57% ADC ADC ADC FPGA ASIC 11 14 ADC SNR 100MHz 11 ADC , 450MHz 1 ADC FIGURE 1. 11-14 bit ADC SNR Performance and Jitter Limits / ADC 2 ADC / FPGA (DDR) LVDS ( ) (1.8V) (3.3V) 1W 70MHz ( SNR ) 71.7dBFS ( ) (SFDR) 86.9dBFS ( ) - SNR / / ADC SNR SNR (1/2 LSB) ADC ADC ADC ADC14V155 1.1GHz 1 SNR Vin(p-p) 1 (N) (fin) AN-1721 © National


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PDF ADC14V155 100MHz 200fs 100fs 155MSPS 450MHz 70MHz TRILITHIC bandpass ADC14155 ADC14V155 LMH6515
2005 - AD9237BCP-20

Abstract: No abstract text available
Text: Data Sheet FEATURES Ultralow power 85 mW at 20 MSPS 135 mW at 40 MSPS 190 mW at 65 MSPS SNR = 66 , otherwise noted. Table 3. Parameter SIGNAL-TO-NOISE RATIO ( SNR ) fINPUT = 2.4 MHz fINPUT = 9.7 MHz fINPUT = , the following formula: ENOB = (SINADdBFS - 1.76)/6.02 Signal-to-Noise Ratio ( SNR )1 The ratio of the , define an acceptable clock duty cycle. Minimum Conversion Rate The clock rate at which the SNR of the , , unless otherwise noted. 0 SNR = 66.9dBc SFDR = 87.0dBc ­20 85 90 SFDR AMPLITUDE (dBFS) ­60 SNR


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PDF 12-Bit, MSPS/40 MSPS/65 AD9237 10-STAGE 32-Lead AD9237BCP-20
2005 - Not Available

Abstract: No abstract text available
Text: at 65 MSPS SNR = 66 dBc to Nyquist at 65 MSPS SFDR = 80 dBc to Nyquist at 65 MSPS DNL = ±0.7 LSB , otherwise noted. Table 3. Parameter SIGNAL-TO-NOISE RATIO ( SNR ) fINPUT = 2.4 MHz fINPUT = 9.7 MHz , . Signal-to-Noise Ratio ( SNR )1 The ratio of the rms signal to the rms value of the sum of all other spectral , Conversion Rate The clock rate at which the SNR of the lowest analog signal frequency drops by no more than , otherwise noted. 0 90 SNR = 66.9dBc SFDR = 87.0dBc SFDR 85 –40 80 SNR /SFDR (dBc


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PDF 10-STAGE 32-Lead CP-32-2 CP-32-7
2001 - ERL 35

Abstract: AN5247 MSAN-168 MT9122 MT9300
Text: , two phase jumps (110o) at interval of 450±25 [ms], SNR=11dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o)at interval of 450±25 [ms], SNR=10dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=9dB Tone , ], SNR=8dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=7dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps


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PDF MSAN-168 MT9122/MT9300 AN5247 MT9122) MT9300) ERL 35 AN5247 MSAN-168 MT9122 MT9300
2005 - digital oscilloscope

Abstract: Analysis of the Sallen-Key architecture AD9237 AD9237-40
Text: MSPS SNR = 66 dBc to Nyquist at 65 MSPS SFDR = 80 dBc to Nyquist at 65 MSPS DNL = ±0.7 LSB , SIGNAL-TO-NOISE RATIO ( SNR ) fINPUT = 2.4 MHz fINPUT = 9.7 MHz fINPUT = 19.6 MHz fINPUT = 34.2 MHz fINPUT = 70 , value of the measured input signal. Signal-to-Noise Ratio ( SNR )1 The ratio of the rms signal to the , define an acceptable clock duty cycle. Minimum Conversion Rate The clock rate at which the SNR of the , noted. 90 0 SNR = 66.9dBc SFDR = 87.0dBc SFDR 85 ­40 80 SNR /SFDR (dBc) AMPLITUDE


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PDF 12-Bit, MSPS/40 MSPS/65 AD9237 10-STAGE 32-Lead digital oscilloscope Analysis of the Sallen-Key architecture AD9237 AD9237-40
2005 - ASK receiver 433mhz

Abstract: OOK ASK receiver 433mhz APP2815 MAX1470 MAX1471 MAX1473 Logarithmic Amplifier detector rf power
Text: sensitivity, this ratio is usually negative in dB. 5. Use the RSSI SNROUT vs SNRIN curve to find the SNR at , SNRIN given the SNROUT you calculated in Step 2. 6. Use the SNR formula for the front end of a , in the range of the RSSI SNR curve where the slope of SNROUT to SNRIN is roughly 2 (a square-law , ) amplifier decreases the output Signal to Noise Ratio ( SNR ) for low input SNRs (threshold effect) and that , the ASK sensitivity calculation is the SNROUT vs SNRIN curve of the RSSI detector. Once we know the


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PDF 315MHz 433MHz, com/an2815 MAX1470: MAX1471: MAX1473: AN2815, APP2815, Appnote2815, ASK receiver 433mhz OOK ASK receiver 433mhz APP2815 MAX1470 MAX1471 MAX1473 Logarithmic Amplifier detector rf power
2005 - Analysis of the Sallen-Key architecture

Abstract: AD9237 3E29 E19 CORE TRANSFORMER
Text: MSPS SNR = 66 dBc to Nyquist at 65 MSPS SFDR = 80 dBc to Nyquist at 65 MSPS DNL = ±0.7 LSB , otherwise noted. Table 3. Parameter SIGNAL-TO-NOISE RATIO ( SNR ) fINPUT = 2.4 MHz fINPUT = 9.7 MHz , input signal. Signal-to-Noise Ratio ( SNR )1 The ratio of the rms signal to the rms value of the sum , acceptable clock duty cycle. Minimum Conversion Rate The clock rate at which the SNR of the lowest analog , noted. 90 0 SNR = 66.9dBc SFDR = 87.0dBc SFDR 85 ­40 80 SNR /SFDR (dBc) AMPLITUDE


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PDF 12-Bit, MSPS/40 MSPS/65 AD9237 10-STAGE 32-Lead CP-32-2 Analysis of the Sallen-Key architecture AD9237 3E29 E19 CORE TRANSFORMER
AD1860

Abstract: fDM 311 AN-282 an282 HP 2732 5180A IEEE J. Solid State Circuits, Vol. SC 5180A-2
Text: 144 3.16 ADC ADC ADC DAC ( SNR ) N ADC ADC ADC (LSB) ADC ADC DAC 2N DAC N , SNR = 6.02N + 1.76dB. Rev. A | Page 6 of 21 AN-282 ADC fs/2 (ENOB) 3.18 12 200 kSPS ADC AD678 2048 FFT 3.17 ADC ADC DSP SNR 3.18 (FFT) 3.19 12 200 kSPS SNR ADC AD678 3.19 dB SNR SNR ( SNR ) ADC ADC 6.02N+1.67dB 3.17 12 11 SNR kSPS AD678 S/(N+D) S/(N+D) ADC 12 3.20 200 ENOB SNR N 74 dB SNR SNR 68 dB 12 ADC 11 3.20


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PDF AN-282 SC-12, AD1860 fDM 311 AN-282 an282 HP 2732 5180A IEEE J. Solid State Circuits, Vol. SC 5180A-2
FM11RF08

Abstract: fm11rf005 RC500
Text: FM11RF005M Token UID UID Step1Request Step2 snr . token Step3 block1 UID. ( RC500 step4 step5 , request request Step5: snr step3 UID. token Step6authentication Reset (idle) No , ) Mode Tt (16 ) Rf_request 0x26 0x52 Rf _select 0x93 Snr 0x0A , ]: _ Snr (LL) Data[2]: _ Snr (LH) Data[3]: _Snn(HL) Data[4]: _ Snr (HH) Data[5]: BCC , ) Select ( snr :0x00 0x00 0x00 0x00) Read block1( token UID) FMSH 5 12/11/2002


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PDF FM11RF005M FM11RF005M RC500 FM11RF005 FM11RF08 FM11RF08 fm11rf005 RC500
2001 - AN5247

Abstract: ERL 35 MSAN-168 MT9122 MT9300
Text: , two phase jumps (110o) at interval of 450±25 [ms], SNR=11dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o)at interval of 450±25 [ms], SNR=10dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=9dB Tone , ], SNR=8dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps (110o) at interval of 450±25 [ms], SNR=7dB Tone levels -31 dBm0, 2079 Hz tone frequency 2121 Hz, two phase jumps


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PDF MSAN-168 MT9122/MT9300 AN5247 MT9122) MT9300) AN5247 ERL 35 MSAN-168 MT9122 MT9300
2007 - N4 SOT23-6

Abstract: SIGNAL PATH designer LMV243 ADC14155 DAC14135 DS90LV018A LMH6552 LMH6574 LMK02000 LMK03000C
Text: 0 -10 f-in -20 SNR -30 k*Fs/M ± f-in dBFS -40 -50 -60 -70 SNR -80 Figure of Merit -90 -100 SNR 0 0.1 0.2 0.3 Fs/4 0.4 0.5 Fs/2 0.6 0.7 0.8 0.9 3Fs/4 1 f/Fs Figure 6. ADC SNR m ADC {smn} SNR confidence interval sm ( n) = cos(2 fIN


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PDF LMK03xxx ADCFigure24ADC 200fs 500kHz 570088-009-JP N4 SOT23-6 SIGNAL PATH designer LMV243 ADC14155 DAC14135 DS90LV018A LMH6552 LMH6574 LMK02000 LMK03000C
2007 - TRILITHIC bandpass

Abstract: ADC14V155 rc bandpass filter ADC14155 LMH6515 trilithic filter
Text: ) ADC14V155 14 ADC 57% ADC ADC ADC FPGA ASIC 11 14 ADC SNR 100MHz 11 ADC , 450MHz 1 ADC FIGURE 1. 11-14 bit ADC SNR Performance and Jitter Limits / ADC 2 ADC / FPGA (DDR) LVDS ( ) (1.8V) (3.3V) 1W 70MHz ( SNR ) 71.7dBFS ( ) (SFDR) 86.9dBFS ( ) - SNR / / ADC SNR SNR (1/2 LSB) ADC ADC ADC ADC14V155 1.1GHz 1 SNR Vin(p-p) 1 (N) (fin) AN-1721 © National


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PDF ADC14V155 100MHz 200fs 100fs 155MSPS 450MHz 70MHz TRILITHIC bandpass ADC14V155 rc bandpass filter ADC14155 LMH6515 trilithic filter
2009 - MT-001

Abstract: walt Kester 10-SNR NEWNES RADIO
Text: MT-001 TUTORIAL Taking the Mystery out of the Infamous Formula, " SNR = 6.02N + 1.76dB," and Why , before running across this often quoted formula for the theoretical signal-to-noise ratio ( SNR ) of a , represents the theoretical performance of a perfect N-bit ADC. You can compare the actual ADC SNR with the theoretical SNR and get an idea of how the ADC stacks up. This tutorial first derives the theoretical , known, the theoretical signal-to-noise ratio ( SNR ) is computed. The effects of oversampling on the SNR


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PDF MT-001 ISBN-10: ISBN-13: MT-001 walt Kester 10-SNR NEWNES RADIO
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