Block 3 · Lesson 28 · Where We Left Off
L27 finished the RF story: RAM buys down the echo, and EMCON hides the one signature you choose to radiate.
Today we gather every band that is left, then ask the question that decides survivability: when a defender can use all of them at once, which one gives you away?
Block 3 · Lesson 28 · Objectives
By the end of this lesson, you will be able to:
Block 3 · Lesson 28 · Visual
Before any receiver, there is the human eye — and it still works:
Block 3 · Lesson 28 · Acoustic
Engines and airflow make noise — but sound is a slow, lossy messenger:
Block 3 · Lesson 28 · EO/IR
Everything from L22 is still glowing — the five components return:
Block 3 · Lesson 28 · Fusion
Each sensor sees a different aircraft — and picks a different loudest part:
| Sensor | What it actually sees |
|---|---|
| Radar | geometry |
| IR | heat |
| The eye | contrast |
| The ear | engines |
Beat one band and the defender simply leans on another.
Block 3 · Lesson 28 · Fusion
So cut the loudest one. How far down does $R_{\text{det}}$ actually go?
Block 3 · Lesson 28 · Fusion
Block 3 · Lesson 28 · Budget
L26 swept the RCS budget loudest-first. The same discipline now spans bands:
Survivability is a balanced package across the spectrum, not one heroic band.
Block 3 · Lesson 28 · Synthesis
Step back — Block 3 was one argument in three movements:
Block 3 · Lesson 28 · Quick Exercise
Type this with me — three threats, one aircraft, two packages.
% L28 -- you are only as quiet as your loudest band
R0 = [120 60 7]; % VHF, X-band, IR MANPADS baseline [km]
band = {'VHF','X-band','IR'};
den = [40 40 20]; % R~sigma^(1/4) -> 40; R~sqrt(J) -> 20
cutA = [0 16 6]; % package A: spend on X-band and IR
cutB = [8 16 6]; % package B: add 8 dB at VHF
RA = R0 .* 10.^(-cutA./den);
RB = R0 .* 10.^(-cutB./den);
[mA,kA] = max(RA);
[mB,kB] = max(RB);
fprintf('A %.1f %.1f %.1f -> %.1f km (%s)\n', RA, mA, band{kA});
fprintf('B %.1f %.1f %.1f -> %.1f km (%s)\n', RB, mB, band{kB});
Package A spends 22 dB and buys two better numbers. Why does $R_{\text{det}}$ not move?
Then: how many dB at VHF would hand the limit to X-band?
Block 3 · Lesson 28 · Quick Problem
A notional penetrator against three threat sensors, and a program that buys its decibels in two steps.
L28_LoudestBand.m
Block 3 · Lesson 28 · Wrap-Up