I need to match the impedance of the LNA input and PA output on CC1201 @ 270-320 MHz to separate 50 ohm sources and loads respectively.
I have designed the attached schematic
Is this right?
Thanks in advance.
Bruno B.
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Hi Simon.
Thanks for your responce.
I will try you suggestions.
BTW I missed to tell you that I have already produced the prototypes and the performances of the TX path are ok for me.
I have some issues in the RX PATH. Sensitivity is not good.
About C62 and C181: they are not PI cap network. They are a single cap that can be mounted in 3 different positions.
In this way I can measure different paths in the circuit.
Attached you can find the PA section and the LNA section I have designed.
Thanks again.
Bruno B.
Hi TER.
I measure a sensitivity of about -80 dBm for the full system.
With reference to the attached pdf I have made the following considerations:
IL dB | NF dB | F | Att | G | G dB | |
ANT BPF | 1 | 1 | 1,2589254118 | 1,2589254118 | 0,7943282347 | -1 |
TX/RX SWITCH | 0,3 | 0,3 | 1,0715193052 | 1,0715193052 | 0,9332543008 | -0,3 |
ATTEN | 1,5 | 1,5 | 1,4125375446 | 1,4125375446 | 0,7079457844 | -1,5 |
LNA | -30 | 1 | 1,2589254118 | 0,001 | 1000 | 30 |
SAW + SWITCH | 3,2 | 3,2 | 2,0892961309 | 2,0892961309 | 0,4786300923 | -3,2 |
TOT | 24 | |||||
F1 | 1,2589254118 | G1 | 0,7943282347 | |||
F2 | 1,0715193052 | G2 | 0,9332543008 | |||
F3 | 1,4125375446 | G3 | 0,7079457844 | |||
F4 | 1,2589254118 | G4 | 1000 | |||
F5 | 2,0892961309 | G5 | 0,4786300923 | |||
Gtot | 251,188643151 | |||||
RX PATH Noise Factor F (Friis Formula) | 2,40090853 | |||||
RX PATH Noise Figure NF | 3,8037561459 | |||||
Noise Floor Calculation for CC1201 without RX PATH | ||||||
k Boltzmann | T Kelvin | BW Hertz | P(dBW) | Noise Floor dBm | Sensitivity dBm | |
1,38E-023 | 290 | 1 | -203,977229157 | -173,977229157 | -95 | |
1,38E-023 | 318 | 833333 | -144,3687521338 | -114,3687521338 | CNR dB | |
7 | ||||||
Noise Figure of CC1201 | ||||||
Using Equation
Sensitivity (dBm) = Noise Floor + CNR = -174 + 10 log B + NF + CNR where CNR = Carrier-to-Noise Ratio and assuming a desired CNR = 7dB (verified by Spectrum Analyzer readings), a Noise Floor of -114 dBm @ 45 °C (318 K) and a CC1201 Sensitivity of -95 dBm (as stated by data-sheet for 833 kHz RBW and verified by real measurement), we have: |
||||||
Sensitivity (dBm) = Noise Floor + NF + CNR | ||||||
NF = Sensitivity (dBm) - Noise Floor – CNR = | 12,3687521338 | |||||
F = 10^(NF/10) = | 17,253420751 | |||||
Noise Floor Calculation for RX PATH | ||||||
k Boltzmann | T Kelvin | BW Hertz | P(dBW) | Noise Floor dBm | ||
1,38E-023 | 290 | 1 | -203,977229157 | -173,977229157 | ||
1,38E-023 | 318 | 833333 | -143,5769379361 | -113,5769379361 | ||
NOISE FIGURE of Complete RX PATH (including CC1201) | ||||||
Ftot = F_rxpath + (F_CC1201 -1)/G_Rxpath |
||||||
= | 2,4656145635 | |||||
NFTOT = 10log10(F) | = | 3,919251866 | ||||
Sensitivity of Complete RX PATH | ||||||
Sensitivity (dBm) = Noise Floor + NF + CNR = | -102,6576860701 |
So I expect a sensitivity about -100 dBm.
Maybe something is wrong?
Thanks again.
Bruno B.