L14 Pre-flight#
Block 2: RF Electronic Warfare — Lesson 14: Triangulation and Fusion Work this before L14. Pre-flights are never collected — in class, anyone may be cold-called to present any question at the board, and that recitation is the participation grade.
Assumed pre-class reading#
L13 wrap-up
The Jupyter Book Reading page for L14 — lines of position and triangulation, the crossing-angle effect on accuracy, multi-receiver fusion, and the RWR signal-processing chain.
Quiz questions (5 items, ~5 minutes)#
Q1. (Multiple choice) A single receiver measures the bearing to an emitter. By itself, that measurement gives you:
[ ] (a) The emitter’s exact position
[ ] (b) A line of position — the emitter is somewhere along the bearing, near or far
[ ] (c) The emitter’s range only
[ ] (d) The emitter’s velocity
Q2. (Multiple choice) Two identical receivers cross their bearings on an emitter. What most strongly sets the accuracy of the resulting fix?
[ ] (a) The transmit power of the emitter
[ ] (b) The crossing (“cut”) angle of the two bearings — the geometry
[ ] (c) The color of the display
[ ] (d) The pulse repetition interval
Q3. (Multiple choice) An emitter moves far downrange so the two bearings cross at a shallow angle. The position fix:
[ ] (a) Becomes more accurate
[ ] (b) Is unaffected
[ ] (c) Degrades, with the error stretched mainly along the range direction
[ ] (d) Rotates 90 degrees but keeps the same size
Q4. (Multiple choice) Why fuse bearings from three or more receivers instead of just two?
[ ] (a) Three bearings always meet exactly at one point
[ ] (b) It removes the need for any geometry
[ ] (c) The fix is overdetermined, so a least-squares solution adds redundancy, better geometry, and a way to spot a bad bearing
[ ] (d) It lets each receiver use a narrower bandwidth
Q5. (Short answer) Before you cross two receivers’ bearings into a fix, what must be true about the two measurements, and what do you create if you cross bearings from different emitters?