I have collected the below-given Helicopter image from one website. I am trying to design a Helicopter in the newest way which I have mentioned after this below-collected image.
Newest Components Design of Helicopter Using Graphs From Math Functions are Stated Below:
| Newest Components Design of Helicopter Using Graphs From Maths Functions | ||
| Sl No | Helicopter’s Components Name | Newest Design of Helicopter Using Maths Functions |
| 1 | Blade Grip | y=|sinx| |
| 2 | Main Rotor Blade | y=|sinx+cotx-tanx| |
| 3 | Main Rotor Assembly | y=secx+|tanx|-|cosecx| |
| 4 | Swashplate | y=|x|-|x+2x| |
| 5 | Elevator/Aileron Servos | y=|cosx| |
| 6 | Canopy | y=lnx+|lnx| |
| 7 | Motor | y=-|tanx|+|-tanx| |
| 8 | Landing Skids | y=|secx|-|secx+2| |
| 9 | Main/Tail Drive Gears | y=|sinx| |
| 10 | Tail Boom Brace | f(x)=lnx |
| 11 | Main Frame | y=x square |
| 12 | Tail Rotor Servo | y=tanx |
| 13 | Pitch Servo | y=-|sinx| |
| 14 | Anti-rotation Bracket | y=minus x square |
| 15 | Flybar Paddle | y=sinx |
| 16 | Tail Boom | y=x |
| 17 | Horizontal Stabilizer | y=|x| |
| 18 | Tail Rotor Control Rod | y=-|x| |
| 19 | Vertical Stabilizer | f(x)=lnx |
| 20 | Tail Rotor Blade | y=|sinx| |
| 21 | Tail Rotor Pitch Control Assembly | y=x square |
| 22 | Tail Rotor Gearbox | f(x)=-lnx |
