Respuesta :
Answer: 0.2m sqr
Explanation:
A well behaved aircraft basically have a value of volume in horizontal and vertical area.
Volume in horizontal area (Vh) = 0.6
Volume in vertical area (Vv) = 0.05
Having known this, consider the relationship to find the vertical and horizontal tail sizes.
Vertical tail area (Sv)
Horizontal tail area (Sh)
Vh= (Sh × I) / S
Where,
I = moment
S= wing area
Sh= Horizontal tail area
Vh= Volume in horizontal area
0.6= Sh × 10/40
24= 10Sh
Sh= 24/10
Sh= 2.4 msqr
Horizontal tail area= 2.4m sqr
From the information above, we can calculate the vertical tail area.
Vertical tail area is calculated thus below:
Vv= (Sv× I) / S
Where
Vv= Volume in vertical area
Sv= Vertical tail area
I= Moment
S= Wing area
Therefore
Sv= (Vv × S) /I
Sv= (0.05×40)/10
Sv= 0.2msqr
In conclusion, the vertical tail size is 0.2msqr
Answer:
The horizontal tail size is 2.4 m² and the vertical tail size is 0.2 m².
Explanation:
The value of volume in vertical and horizontal is:
Vh = 0.6
Vv = 0.05
The expression to find the horizontal and vertical tail sizes is equal to:
[tex]V_{h} =\frac{S_{h}I }{S}[/tex]
Where Sh = horizontal tail area
S = wing area
I = moment
Clearing Sh:
[tex]S_{h} =\frac{V_{h }S}{I} =\frac{0.6*40}{10} =2.4m^{2}[/tex]
The vertical tail sizes is:
[tex]S_{v} =\frac{0.05*40}{10} =0.2m^{2}[/tex]
