On Earth, in modern times, we have the concept of "Stray Bullets" that occurs when anybody who fires a FireArm and the bullet misses it's intended target and keeps on travelling until it hits something.
That can be very deadly for random people around the area.
What isn't really discussed in Star Trek is what happens in Space Battles when Beam Weapons fires & misses for whatever reason and the Continuous "Laser-like" Beam keeps on traveling in space.
That would be considered "Stray (Particle) Beam Weapons Fire" IMO.
AKA as "Stray Weapons Fire" if you want to be simplistic about it.
If you know a better term, please share it.
Assuming that Civilian Space Travel is fairly common along with FTL (Super Luminal) sensors, wouldn't civilian Space Travel have to deal with "Stray Beam Weapons Fire" if they approach any combat zone.
StarFleet Phasers have a "Effective Tactical Range of ~1 Light-Second ≈ 300,000 km in range.
In 1 Light-Second it's hard to dodge beam weapons fire if you're a large StarShip that has a slow turning rate / slow ability to strafe / jerk / jank randomly in a direction to avoid weapons fire.
Especially since it's stated in the ST:TNG Technical Manual that Phasers function similarly to Lasers in particle emission/projectile speed since they move at the speed of light.
Granted Phaser Fire was never portrayed accurately until ST:Lower Decks & ST:Picard S3.
For that, I'm thankful to the new Trek regime for portraying Phaser Fire accurately in terms of travel speed.
But granted this topic is about "Stray Beam Weapons Fire", so civilians should be seeing Beams that are constantly diverging and growing in "Conical size/Cross Section" & lowering in Energy Density/Intensity per mm² as they travel further away from it's origin point.
Wouldn't a combat zone be pretty deadly within that light-hour range around the area of combat?
I did some rough napkin math based on Red Laser Beam Divergence formulas I got from here.
Assumption 1: Laser Aperture Diameter = 1m w/ Aperture Area of 0.785 m² & Projected Beam Diameter is 1m wide @ 1m distance
Assumption 2: Red Laser WaveLength = 650 nm
Assumption 3: 3.0 E9 Joules = Amount of Energy to "Totally Vaporize a Human Body, including Skeleton (break all atomic bonds)" SRC = Atomic Rockets)
Reference Scale Comparison:
- Dimmest Light Visible to the naked eye in perfect darkness __ ~= 0.1 E-9 ___ (watt/m²)
- 0.005 w Standard Red Laser Pointer that is Regulated by Law ~= 1.69836267 E-9 (watt/m²) <- When Standing on the Moon
- North Star Brightness/Intensity with Urban Light Pollution ___ ~= 4.0 E-9) ____ (watt/m²)
- Full Moons Brightness/Intensity ________________________ ~= 1.0 E-3) ____ (watt/m²)
- Mid-Day's Sun ______________________________________ ~= 1.0 E 3) ___ (watt/m²)
@ 1-Light Second, a initial 1 m² Beam Area would spread to ______1.208 699 23 m² & have the Energy Intensity per unit area reduced to ≈ 64.9459% from it's initial 100% (Power Class = E-1)
@ 2-Light Second, a initial 1 m² Beam Area would spread to ______4.834 796 93 m² & have the Energy Intensity per unit area reduced to ≈ 16.2365% from it's initial 100% (Power Class = E-1)
@ 3-Light Second, a initial 1 m² Beam Area would spread to _____10.878 293 10 m² & have the Energy Intensity per unit area reduced to ≈ _7.2162% from it's initial 100% (Power Class = E-2)
@ 4-Light Second, a initial 1 m² Beam Area would spread to _____19.339 187 72 m² & have the Energy Intensity per unit area reduced to ≈ _4.0591% from it's initial 100% (Power Class = E-2)
@ 5-Light Second, a initial 1 m² Beam Area would spread to _____30.217 480 82 m² & have the Energy Intensity per unit area reduced to ≈ _2.5978% from it's initial 100% (Power Class = E-2)
@ 6-Light Second, a initial 1 m² Beam Area would spread to _____43.513 172 38 m² & have the Energy Intensity per unit area reduced to ≈ _1.8041% from it's initial 100% (Power Class = E-2)
@ 7-Light Second, a initial 1 m² Beam Area would spread to _____59.226 262 41 m² & have the Energy Intensity per unit area reduced to ≈ _1.3254% from it's initial 100% (Power Class = E-2)
@ 8-Light Second, a initial 1 m² Beam Area would spread to _____77.356 750 90 m² & have the Energy Intensity per unit area reduced to ≈ _1.0148% from it's initial 100% (Power Class = E-2)
@ 9-Light Second, a initial 1 m² Beam Area would spread to _____97.904 637 86 m² & have the Energy Intensity per unit area reduced to ≈ _0.8018% from it's initial 100% (Power Class = E-3)
@ 1-Light Minute_, a initial 1 m² Beam Area would spread to ___4351.317 238 20 m² & have the Energy Intensity per unit area reduced to ≈ _0.0180% from it's initial 100% (Power Class = E-4)
@ 1-Light Hour__, a initial 1 m² Beam Area would spread to 3916185.514 382 86 m² & have the Energy Intensity per unit area reduced to ≈ _0.00002% from it's initial 100% (Power Class = E-6)
When you think about it, the danger zone for space battles would be quite a large chunk of space given Beam Divergence for any "Laser-Like" concentrated Particle Beam Weapons of any type.
If your vessel or StarShip had no shields like with what saw recently in ST:LD S5, then it could be grave for them if they get caught in random cross-fire.
It makes you wonder how many Civilian StarShips / Vessels ever got caught in random cross-fire while traveling near or to a Active 'Space Battle'-Zone.
I wonder if you folks have any thoughts.
EDIT #1) I double checked my math, I was a bit off here & there, not enough to affect the end conclusion, but enough that I need to fix the #'s.
I finally had time to toss in the formula into Excel, and double check against other online Calculators for critical components.
That can be very deadly for random people around the area.
What isn't really discussed in Star Trek is what happens in Space Battles when Beam Weapons fires & misses for whatever reason and the Continuous "Laser-like" Beam keeps on traveling in space.
That would be considered "Stray (Particle) Beam Weapons Fire" IMO.
AKA as "Stray Weapons Fire" if you want to be simplistic about it.
If you know a better term, please share it.
Assuming that Civilian Space Travel is fairly common along with FTL (Super Luminal) sensors, wouldn't civilian Space Travel have to deal with "Stray Beam Weapons Fire" if they approach any combat zone.
StarFleet Phasers have a "Effective Tactical Range of ~1 Light-Second ≈ 300,000 km in range.
In 1 Light-Second it's hard to dodge beam weapons fire if you're a large StarShip that has a slow turning rate / slow ability to strafe / jerk / jank randomly in a direction to avoid weapons fire.
Especially since it's stated in the ST:TNG Technical Manual that Phasers function similarly to Lasers in particle emission/projectile speed since they move at the speed of light.
Granted Phaser Fire was never portrayed accurately until ST:Lower Decks & ST:Picard S3.
For that, I'm thankful to the new Trek regime for portraying Phaser Fire accurately in terms of travel speed.
But granted this topic is about "Stray Beam Weapons Fire", so civilians should be seeing Beams that are constantly diverging and growing in "Conical size/Cross Section" & lowering in Energy Density/Intensity per mm² as they travel further away from it's origin point.
Wouldn't a combat zone be pretty deadly within that light-hour range around the area of combat?
I did some rough napkin math based on Red Laser Beam Divergence formulas I got from here.
Assumption 1: Laser Aperture Diameter = 1m w/ Aperture Area of 0.785 m² & Projected Beam Diameter is 1m wide @ 1m distance
Assumption 2: Red Laser WaveLength = 650 nm
Assumption 3: 3.0 E9 Joules = Amount of Energy to "Totally Vaporize a Human Body, including Skeleton (break all atomic bonds)" SRC = Atomic Rockets)
Reference Scale Comparison:
- Dimmest Light Visible to the naked eye in perfect darkness __ ~= 0.1 E-9 ___ (watt/m²)
- 0.005 w Standard Red Laser Pointer that is Regulated by Law ~= 1.69836267 E-9 (watt/m²) <- When Standing on the Moon
- North Star Brightness/Intensity with Urban Light Pollution ___ ~= 4.0 E-9) ____ (watt/m²)
- Full Moons Brightness/Intensity ________________________ ~= 1.0 E-3) ____ (watt/m²)
- Mid-Day's Sun ______________________________________ ~= 1.0 E 3) ___ (watt/m²)
@ 1-Light Second, a initial 1 m² Beam Area would spread to ______1.208 699 23 m² & have the Energy Intensity per unit area reduced to ≈ 64.9459% from it's initial 100% (Power Class = E-1)
@ 2-Light Second, a initial 1 m² Beam Area would spread to ______4.834 796 93 m² & have the Energy Intensity per unit area reduced to ≈ 16.2365% from it's initial 100% (Power Class = E-1)
@ 3-Light Second, a initial 1 m² Beam Area would spread to _____10.878 293 10 m² & have the Energy Intensity per unit area reduced to ≈ _7.2162% from it's initial 100% (Power Class = E-2)
@ 4-Light Second, a initial 1 m² Beam Area would spread to _____19.339 187 72 m² & have the Energy Intensity per unit area reduced to ≈ _4.0591% from it's initial 100% (Power Class = E-2)
@ 5-Light Second, a initial 1 m² Beam Area would spread to _____30.217 480 82 m² & have the Energy Intensity per unit area reduced to ≈ _2.5978% from it's initial 100% (Power Class = E-2)
@ 6-Light Second, a initial 1 m² Beam Area would spread to _____43.513 172 38 m² & have the Energy Intensity per unit area reduced to ≈ _1.8041% from it's initial 100% (Power Class = E-2)
@ 7-Light Second, a initial 1 m² Beam Area would spread to _____59.226 262 41 m² & have the Energy Intensity per unit area reduced to ≈ _1.3254% from it's initial 100% (Power Class = E-2)
@ 8-Light Second, a initial 1 m² Beam Area would spread to _____77.356 750 90 m² & have the Energy Intensity per unit area reduced to ≈ _1.0148% from it's initial 100% (Power Class = E-2)
@ 9-Light Second, a initial 1 m² Beam Area would spread to _____97.904 637 86 m² & have the Energy Intensity per unit area reduced to ≈ _0.8018% from it's initial 100% (Power Class = E-3)
@ 1-Light Minute_, a initial 1 m² Beam Area would spread to ___4351.317 238 20 m² & have the Energy Intensity per unit area reduced to ≈ _0.0180% from it's initial 100% (Power Class = E-4)
@ 1-Light Hour__, a initial 1 m² Beam Area would spread to 3916185.514 382 86 m² & have the Energy Intensity per unit area reduced to ≈ _0.00002% from it's initial 100% (Power Class = E-6)
When you think about it, the danger zone for space battles would be quite a large chunk of space given Beam Divergence for any "Laser-Like" concentrated Particle Beam Weapons of any type.
If your vessel or StarShip had no shields like with what saw recently in ST:LD S5, then it could be grave for them if they get caught in random cross-fire.
It makes you wonder how many Civilian StarShips / Vessels ever got caught in random cross-fire while traveling near or to a Active 'Space Battle'-Zone.
I wonder if you folks have any thoughts.
EDIT #1) I double checked my math, I was a bit off here & there, not enough to affect the end conclusion, but enough that I need to fix the #'s.
I finally had time to toss in the formula into Excel, and double check against other online Calculators for critical components.
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