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PDV/MPDV APPs: Modeling Tools to Predict System Performance for Design and Experimentation

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PDV/MPDV APPs

Modeling Tools to Predict

System Performance for

Design and Experimentation

Ed Daykin, NSTec

PDV Workshop 2016

Livermore, CA

June 6 - 9

(2)

Purpose: To predict system performance

What do we mean by system performance?

Sensitivity

… Do we have enough optical (return)

signal to see anything on the spectrogram (i.e., are

we above the noise floor?)?

Signal-to-noise ratio

… How far above the noise

floor is the anticipated optical signal?

What can we apply this to?

1. Fielding. Given a PDV/MPDV system deployed to an

experiment, the experimenter would like to know what

kind of signal levels they can expect.

SHOT APP

2. Design. Design an MPDV system to your needs.

(3)

Architecture – progression of PDV to MPDV

Basic geometry and components that determine performance

PDV

Detector

Digitizer

Digitizer

+

Detector

Circulator

(4)

Architecture – progression of PDV to MPDV

Basic geometry and components that determine performance

PDV

Amplified PDV

Detector

Digitizer

EDFA

Detector

Digitizer

Digitizer

+

Detector

Digitizer

+

Detector

+

EDFA

Filter

Circulator

(5)

Architecture – progression of PDV to MPDV

Basic geometry and components that determine performance

PDV

Amplified PDV

MPDV

Detector

Digitizer

EDFA

Detector

Digitizer

EDFA

Detector

Digitizer

τ

ν

ITU

Digitizer

+

Detector

Digitizer

+

Detector

+

EDFA

+

N x

τ

Digitizer

+

Detector

+

EDFA

Filter

Filter

ν

ITU

+ ∆ν

+

Local oscillator lasers

allow heterodyne shift

DW

DM

DW

DM

DW

DM

Circulator

(6)

Dynamic Range: Scope

For ‘minimum detectable signal’ at

the digitizer, we need to measure

PSD[dBm/Hz] and then convert to

P[dBm] using the RBW[Hz]. We

show 50 MHz as a typical value.

PSD = Power Spectral Density (dBm/Hz)

Digitizer

Digitizer

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Fu

ll-sc

ale

p

ow

er

(d

Bm

)

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

)

RBW [Hz]

= 50 MHz

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

/Hz

)

Definition of dynamic range:

Full-scale power [dBm] minus minimum detectable signal [dBm]

PSD

NOISE FLOOR

FULL SCALE

(7)

PSD = Power Spectral Density (dBm/Hz)

Digitizer

+

Detector

PDV

We expect the noise floor and minimum

detectable signal to vary depending on

the PSDs of components in the system.

Digitizer

Digitizer

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Fu

ll-sc

ale

p

ow

er

(d

Bm

)

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

)

RBW [Hz]

= 50 MHz

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

/Hz

)

We expect the full-scale power

to be the same in most cases.

(8)

PSD = Power Spectral Density (dBm/Hz)

Digitizer

+

Detector

+

EDFA

PDV

Amplified

PDV

Digitizer

Digitizer

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Fu

ll-sc

ale

p

ow

er

(d

Bm

)

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

)

RBW [Hz]

= 50 MHz

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

/Hz

)

Digitizer

+

Detector

Minimum detectable signal AT THE SCOPE

increases; however, optical sensitivity (i.e.,

detection of photons returned from the target

surface) may improve with application of EDFA.

(9)

PSD = Power Spectral Density (dBm/Hz)

Digitizer

+

Detector

+

EDFA

+

N x

τ

PDV

Amplified

PDV

MPDV

Digitizer

Digitizer

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

Fu

ll-sc

ale

p

ow

er

(d

Bm

)

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

)

RBW [Hz]

= 50 MHz

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

/Hz

)

Digitizer

+

Detector

Digitizer

+

Detector

+

EDFA

We expect the noise floor to increase

due to additional noise sources from

MPDV multiplexing; LocOsc – ASE noise

will typically dominate.

(10)

PSD = Power Spectral Density (dBm/Hz)

Digitizer

+

Detector

+

EDFA

+

N x

τ

Digitizer

Digitizer sensitivity

(mV/div)

Digitizer sensitivity

(mV/div)

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

)

RBW [Hz]

= 50 MHz

M

in

d

et

ec

tab

le

sig

nal

(d

Bm

/Hz

)

Digitizer

+

Detector

Digitizer

+

Detector

+

EDFA

We expect the noise floor to increase

due to additional noise sources from

MPDV multiplexing; LocOsc – ASE noise

will typically dominate.

Today let’s look at

Sensitivity

: the Pmin APP

Calculate the Noise Floor

What is the minimum optical power (Pmin)

necessary to detect a signal, that is SNR = 1 ?

(11)

Let’s define Sensitivity and Visibility

FFT Amplitude vs. Frequency

Sensitivity: SNR = 1

FFT Noise Floor

(12)

Inputs for Pmin APP

INPUTS

Detector & Digitizer:

noise floor PSDs, range

responsivity, bandwidths,

and sample rate

PDV

Detector

Digitizer

Circulator

Pmin = minimum optical power reflected from the target surface (returning

to the PDV/MPDV) necessary for SNR = 1.

THIS IS WHAT IS CALCULATED!

Pmin

Return (Doppler-shifted)

optical signal from

target surface

This is what

we’re

calculating

(13)

Inputs for Pmin APP

INPUTS

EDFA: Gain & Noise Figure

Optical Filtering: optical

bandpass

PDV

Amplified PDV

Detector

Digitizer

EDFA

Gain &

Noise Figure

Detector

Digitizer

Optical

Filter

Circulator

(14)

Inputs for Pmin APP

INPUTS

Local Osc Power

Time delays (

τ

) &

associate fiber optics:

Insertion Losses (IL)

following EDFA

PDV

Amplified PDV

MPDV

Detector

Digitizer

Detector

Digitizer

EDFA

Detector

Digitizer

τ

Filter

+

Local Oscillator

Optical Power

DW

DM

Circulator

IL

(15)

What does the APP look like?

Pmin SHOT APP

User inputs for

the optical system

User inputs for the

photodetector,

digitizer, and FFT

analysis

Calculated values

for sensitivity &

visibility

User input

(16)

What does the APP look like?

Pmin DESIGN APP

(17)

Let’s try it (time permitting)…

Audience interactive session

References

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