Web8-2A5 How long would it take for a RADAR pulse to travel to a target 10 nautical miles away and return to the RADAR receiver? A. 12.34 microseconds. B. 1.234 microseconds. C. 123.4 microseconds. D. 10 microseconds. 8-2A6 What is the distance in nautical miles to a target if it takes 308.5 microseconds for the RADAR pulse to Web25 aug. 2015 · And that range, in NM, is 1.43 times the sq root of HOE (in feet). Radar horizon at 15 feet HOE is about 5.5 NM, vs a horizon at 35 feet of about 8.5 NM. Of course, targets have height as well, and will extend above the horizon (above the shadow zone mentioned above) into the radar's energy field, which extends the effective range above …
Radar Horizon and Target Visibility Calculator
WebRoger 2024-01-23 02:56:19. Here's a head turner: Light travels at 186,282 miles per second. So, to find the number of “inches” light travels per second we would have to multiply 186,282 miles x the total number of inches in a mile, which is 63,360 inches. Web8 jan. 2024 · Furuno LCD Radar. This product is an entire radar system from Furuno. You get an 8,4-inch color LCD monitor and a 19-inch antenna. The maximum range of this unit is up to 36 nautical miles, which is decent for small boats and crafts for which this product is … hilfe zum explorer in windows 10 importieren
Radio Line of Sight Distance Calculator • Electrical, RF and ...
Web13 feb. 2024 · The radar horizon is the maximum distance a radar system can see ground-level targets. Its value depends only on the height of the radar emitter and receiver: the higher they are, the farther the horizon is. How do you calculate the radar horizon? To calculate the radar horizon, take the height of the radar system h, and feed it into the … Web10 mei 2024 · 3. If a radar beam, moving at the speed of light, needs 12 seconds to go from the Earth to a comet and back, then how far away is the comet? 4. M33, alias the Triangulum Galaxy, is about 2,400,000 light years away. (a) How many AU away is M33? (b) How many miles away is M33? 5. Sirius, the brightest night-time star, is 8.58 light years … WebWith the knowledge that a nautical mile is approximately 6,080 feet, we can figure the approximate time required for radar energy to travel one nautical mile using the following … smarsh secure email login