zano777⁶
Guest
Good morning, I'm a mechanic student of a second degree superior. I am working on a personal project in which I intend to design a concealed automatic gate in the ground (it flows vertically instead of horizontal). I thought of moving it through two electric motors placed on the sides of the gate, exploited lazy and rack as a method of transmission. assuming I have a gate that weighs 280kg, which flows for a length of 1650mm, having a useful thickness of 50 mm on which to place a rack. I started with the project choosing a rack through the catalog of a company (hotel transmissions); the rack, reported in photo, has b×h =40 ×40, a primitive length = 2000mm (which I then shortened to 1650mm using the formulas present in an old discussion of the forum), a module = 4, number of teeth = 160. Starting then from the rack I found a pinion to associate you (reported in photo), assuming as number of teeth = 14.
I determined the force applied through this formula: f=m×g+m×a=2750n
being split on two f/2=1375n engines for each engine.
I then calculated the pair on the pinion: cp =f×r (primitive) = 38.5 nm.
I also found the n rpm of the pinion: n= l/zp×p= 9.4 rpm.
I also determined the speed of the gate through the angle speed: v = w×r=0.028m/s.
finally I determined the required power(fs=service factor=1)(dynamic Yield=0.9 looking through various discussions): (cp/fs)×n2)/ (9550 × 0.9)= 0.042 kw.
was the correct method used?
having this data I went in search of the engine to be applied to you by catologist (reported in photo), taking the t63b. Is the engine enough to give me the necessary torque to move my gate? Do you need a reducer? how to calculate the reducer? Should the pinion be checked down? (if yes, I was a maximum voltage = 35 n/mm2, and comparing it with the yielding voltage values of a steel c45 (about 300÷400 n/mm2) I should be largely safe). thanks for the attention, I apologize for any errors
I determined the force applied through this formula: f=m×g+m×a=2750n
being split on two f/2=1375n engines for each engine.
I then calculated the pair on the pinion: cp =f×r (primitive) = 38.5 nm.
I also found the n rpm of the pinion: n= l/zp×p= 9.4 rpm.
I also determined the speed of the gate through the angle speed: v = w×r=0.028m/s.
finally I determined the required power(fs=service factor=1)(dynamic Yield=0.9 looking through various discussions): (cp/fs)×n2)/ (9550 × 0.9)= 0.042 kw.
was the correct method used?
having this data I went in search of the engine to be applied to you by catologist (reported in photo), taking the t63b. Is the engine enough to give me the necessary torque to move my gate? Do you need a reducer? how to calculate the reducer? Should the pinion be checked down? (if yes, I was a maximum voltage = 35 n/mm2, and comparing it with the yielding voltage values of a steel c45 (about 300÷400 n/mm2) I should be largely safe). thanks for the attention, I apologize for any errors

