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rotor_py_control/rotorpy/vehicles/hummingbird_params.py
spencerfolk 4d7fca10e4 Init
2023-03-15 15:38:14 -04:00

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Python

"""
Physical parameters for the AscTec Hummingbird. Values parameterize the inertia, motor dynamics,
rotor aerodynamics, parasitic drag, and rotor placement.
Additional sources:
https://digitalrepository.unm.edu/cgi/viewcontent.cgi?article=1189&context=ece_etds
https://ieeexplore.ieee.org/stamp/stamp.jsp?arnumber=7991501
Notes:
The k_d and k_z terms are an order of magnitude smaller because 10^-3 was too large.
"""
import numpy as np
d = 0.17
quad_params = {
# Inertial properties
'mass': 0.500, # kg
'Ixx': 3.65e-3, # kg*m^2
'Iyy': 3.68e-3, # kg*m^2
'Izz': 7.03e-3, # kg*m^2
'Ixy': 0.0, # kg*m^2
'Iyz': 0.0, # kg*m^2
'Ixz': 0.0, # kg*m^2
# Geometric properties, all vectors are relative to the center of mass.
'num_rotors': 4, # for looping over each actuator
'rotor_radius': 0.10, # rotor radius, in meters
'rotor_pos': {
'r1': d*np.array([ 0.70710678118, 0.70710678118, 0]), # Location of Rotor 1, meters
'r2': d*np.array([ 0.70710678118,-0.70710678118, 0]), # Location of Rotor 2, meters
'r3': d*np.array([-0.70710678118,-0.70710678118, 0]), # Location of Rotor 3, meters
'r4': d*np.array([-0.70710678118, 0.70710678118, 0]), # Location of Rotor 4, meters
},
'rotor_directions': np.array([1,-1,1,-1]), # This dictates the direction of the torque for each motor.
'rI': np.array([0,0,0]), # location of the IMU sensor, meters
# Frame aerodynamic properties
'c_Dx': 0.5e-2, # parasitic drag in body x axis, N/(m/s)**2
'c_Dy': 0.5e-2, # parasitic drag in body y axis, N/(m/s)**2
'c_Dz': 1e-2, # parasitic drag in body z axis, N/(m/s)**2
# Rotor properties
# See "System Identification of the Crazyflie 2.0 Nano Quadrocopter", Forster 2015.
'k_eta': 5.57e-06, # thrust coefficient N/(rad/s)**2
'k_m': 1.36e-07, # yaw moment coefficient Nm/(rad/s)**2
'k_d': 1.19e-04, # rotor drag coefficient N/(rad*m/s**2) = kg/rad
'k_z': 2.32e-04, # induced inflow coefficient N/(rad*m/s**2) = kg/rad
'k_flap': 0.0, # Flapping moment coefficient Nm/(rad*m/s**2) = kg*m/rad
# Motor properties
'tau_m': 0.005, # motor response time, seconds
'rotor_speed_min': 0, # rad/s
'rotor_speed_max': 1500, # rad/s
'motor_noise_std': 50, # rad/s
}