UTILS - corrected open door check MI-8

This commit is contained in:
Applevangelist 2021-10-01 14:54:16 +02:00
parent edd6594953
commit 77e6088114

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@ -6,7 +6,7 @@
-- --
-- ### Contributions: -- ### Contributions:
-- --
-- * FlightControl : Rework to OO framework -- * FlightControl : Rework to OO framework.
-- --
-- @module Utils -- @module Utils
-- @image MOOSE.JPG -- @image MOOSE.JPG
@ -339,18 +339,34 @@ UTILS.MetersToNM = function(meters)
return meters/1852 return meters/1852
end end
UTILS.KiloMetersToNM = function(kilometers)
return kilometers/1852*1000
end
UTILS.MetersToSM = function(meters) UTILS.MetersToSM = function(meters)
return meters/1609.34 return meters/1609.34
end end
UTILS.KiloMetersToSM = function(kilometers)
return kilometers/1609.34*1000
end
UTILS.MetersToFeet = function(meters) UTILS.MetersToFeet = function(meters)
return meters/0.3048 return meters/0.3048
end end
UTILS.KiloMetersToFeet = function(kilometers)
return kilometers/0.3048*1000
end
UTILS.NMToMeters = function(NM) UTILS.NMToMeters = function(NM)
return NM*1852 return NM*1852
end end
UTILS.NMToKiloMeters = function(NM)
return NM*1852/1000
end
UTILS.FeetToMeters = function(feet) UTILS.FeetToMeters = function(feet)
return feet*0.3048 return feet*0.3048
end end
@ -907,7 +923,7 @@ function UTILS.RandomGaussian(x0, sigma, xmin, xmax, imax)
local x1=math.random() local x1=math.random()
local x2=math.random() local x2=math.random()
-- Transform to Gaussian exp(-(x-x0)²/(2*sigma²). -- Transform to Gaussian exp(-(x-x0)°/(2*sigma°).
r = math.sqrt(-2*sigma*sigma * math.log(x1)) * math.cos(2*math.pi * x2) + x0 r = math.sqrt(-2*sigma*sigma * math.log(x1)) * math.cos(2*math.pi * x2) + x0
i=i+1 i=i+1
@ -961,6 +977,33 @@ function UTILS.VecNorm(a)
return math.sqrt(UTILS.VecDot(a, a)) return math.sqrt(UTILS.VecDot(a, a))
end end
--- Calculate the distance between two 2D vectors.
-- @param DCS#Vec2 a Vector in 3D with x, y components.
-- @param DCS#Vec2 b Vector in 3D with x, y components.
-- @return #number Distance between the vectors.
function UTILS.VecDist2D(a, b)
local c={x=b.x-a.x, y=b.y-a.y}
local d=math.sqrt(c.x*c.x+c.y*c.y)
return d
end
--- Calculate the distance between two 3D vectors.
-- @param DCS#Vec3 a Vector in 3D with x, y, z components.
-- @param DCS#Vec3 b Vector in 3D with x, y, z components.
-- @return #number Distance between the vectors.
function UTILS.VecDist3D(a, b)
local c={x=b.x-a.x, y=b.y-a.y, z=b.z-a.z}
local d=math.sqrt(UTILS.VecDot(c, c))
return d
end
--- Calculate the [cross product](https://en.wikipedia.org/wiki/Cross_product) of two 3D vectors. The result is a 3D vector. --- Calculate the [cross product](https://en.wikipedia.org/wiki/Cross_product) of two 3D vectors. The result is a 3D vector.
-- @param DCS#Vec3 a Vector in 3D with x, y, z components. -- @param DCS#Vec3 a Vector in 3D with x, y, z components.
-- @param DCS#Vec3 b Vector in 3D with x, y, z components. -- @param DCS#Vec3 b Vector in 3D with x, y, z components.
@ -1535,8 +1578,8 @@ function UTILS.IsLoadingDoorOpen( unit_name )
if unit ~= nil then if unit ~= nil then
local type_name = unit:getTypeName() local type_name = unit:getTypeName()
if type_name == "Mi-8MT" and unit:getDrawArgumentValue(38) == 1 or unit:getDrawArgumentValue(86) == 1 or unit:getDrawArgumentValue(250) == 1 then if type_name == "Mi-8MT" and unit:getDrawArgumentValue(38) == 1 or unit:getDrawArgumentValue(86) == 1 or unit:getDrawArgumentValue(250) < 0 then
BASE:T(unit_name .. " Cargo doors are open or cargo door not present") BASE:T(unit_name .. " Cargo doors are open or cargo door not present")
ret_val = true ret_val = true
end end
@ -1588,10 +1631,10 @@ function UTILS.GenerateVHFrequencies()
local _skipFrequencies = { local _skipFrequencies = {
214,274,291.5,295,297.5, 214,274,291.5,295,297.5,
300.5,304,307,309.5,311,312,312.5,316, 300.5,304,307,309.5,311,312,312.5,316,
320,324,328,329,330,336,337, 320,324,328,329,330,332,336,337,
342,343,348,351,352,353,358, 342,343,348,351,352,353,358,
363,365,368,372.5,374, 363,365,368,372.5,374,
380,381,384,389,395,396, 380,381,384,385,389,395,396,
414,420,430,432,435,440,450,455,462,470,485, 414,420,430,432,435,440,450,455,462,470,485,
507,515,520,525,528,540,550,560,570,577,580, 507,515,520,525,528,540,550,560,570,577,580,
602,625,641,662,670,680,682,690, 602,625,641,662,670,680,682,690,