Esempio n. 1
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def create_drone(simulator=False):

    # mav-link connection class:
    conn = MavlinkConnection(
        'tcp:127.0.0.1:8021',
        threaded=True)  #MavlinkConnection('tcp:127.0.0.1:5460', threaded=True)

    #Drone-Class
    drone_ = Drone(conn)

    #Set Home
    drone_.set_home_position(drone_.global_position[0],
                             drone_.global_position[1],
                             drone_.global_position[2])

    return drone_
Esempio n. 2
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async def f(connection_type):
    global stop
    stop = asyncio.Future()
    asyncio.get_event_loop().add_signal_handler(signal.SIGALRM,
                                                stop.set_result, None)
    asyncio.get_event_loop().set_exception_handler(exception_handler)

    if connection_type == ConnectionProtocol.WebSocket:
        await ws_server()
    elif connection_type == ConnectionProtocol.TCP:
        await tcp_server()

    await asyncio.sleep(0.05)

    if connection_type == ConnectionProtocol.WebSocket:
        conn = WebSocketConnection('{0}://{1}:{2}'.format(
            ConnectionProtocol.WebSocket.value, HOST, PORT))
    elif connection_type == ConnectionProtocol.TCP:
        conn = MavlinkConnection('{0}:{1}:{2}'.format(
            ConnectionProtocol.TCP.value, HOST, PORT),
                                 threaded=True)

    drone = Drone(conn)
    signal.alarm(TIMEOUT)
    await run_client(drone)
Esempio n. 3
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import numpy as np
import time
from udacidrone.frame_utils import global_to_local

from planning_utils import a_star, heuristic, create_grid
from udacidrone import Drone
from udacidrone.connection import MavlinkConnection

conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=True, PX4=False)
time.sleep(2)
drone = Drone(conn)
time.sleep(2)
drone.start()
time.sleep(2)
drone.take_control()
time.sleep(2)
drone.arm()


local position [ 6.97714961e+01 -1.32430816e+01  6.60000000e-02]
self.local_position [ 6.99566727e+01 -1.29187117e+01  6.64269775e-02]

local position [ 6.97714961e+01 -1.32430816e+01  6.60000000e-02]
self.local_position [ 6.99566727e+01 -1.29187117e+01  6.64269775e-02]
from udacidrone import Drone
from udacidrone.connection.mavlink_connection import MavlinkConnection

# Initiate a Mavlink connection
conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=True)

# Initialize a drone
drone = Drone(conn)

# Start receiving messages from the drone
drone.start()

# Take control and set the mode to guided
drone.take_control()

# Arms the rotors
drone.arm()

# Set the drone's home position
drone.set_home_position(drone.global_position[0], drone.global_position[1],
                        drone.global_position[2])

# Takeoff
drone.takeoff(3)

# Send a position (north, east, down, heading) command
drone.cmd_position(5, 0, 3, 0)
import numpy as np
import argparse
import matplotlib.pyplot as plt
from udacidrone import Drone

parser = argparse.ArgumentParser()
parser.add_argument('--logfile',
                    help='Path to the log file',
                    type=str,
                    default='Logs/TLog-manual.txt')
parser.add_argument('--output',
                    help='Path to the output figure',
                    type=str,
                    default='Logs/trajectory_manually_flying.png')
args = parser.parse_args()

filename = args.logfile
t_log = Drone.read_telemetry_data(filename)

# Time is always the first entry in the list
time = t_log['MsgID.LOCAL_POSITION'][0][:]
north = t_log['MsgID.LOCAL_POSITION'][1][:]
east = t_log['MsgID.LOCAL_POSITION'][2][:]

plt.figure(dpi=100)
plt.plot(north, east)
plt.xlabel('North (m)')
plt.ylabel('Ease (m)')
plt.savefig(args.output)
print('Plot of {} is written to {}'.format(args.logfile, args.output))
plt.close()
Esempio n. 6
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import argparse
import time

from udacidrone import Drone
from udacidrone.connection import MavlinkConnection, WebSocketConnection  # noqa: F401

if __name__ == "__main__":
    parser = argparse.ArgumentParser()
    parser.add_argument('--port', type=int, default=3001, help='Port number')
    parser.add_argument('--host', type=str, default='0.0.0.0', help="host address, i.e. '127.0.0.1'")
    args = parser.parse_args()

    conn = MavlinkConnection('tcp:{0}:{1}'.format(args.host, args.port), threaded=False, PX4=False)
    # conn = WebSocketConnection('ws://{0}:{1}'.format(args.host, args.port))
    drone = Drone(conn)
    time.sleep(2)
    drone.start()
import argparse
import time
from enum import Enum

from udacidrone import Drone
from udacidrone.connection import MavlinkConnection
conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=True)
drone = Drone(conn)

time.sleep(2)
print('starting drone...')
drone.start()

print('taking control...')
drone.take_control()

print('arming...')
drone.arm()

drone.set_home_position(drone.global_position[0], drone.global_position[1],
                        drone.global_position[2])

drone.takeoff(1)
time.sleep(5)
drone.cmd_position(0, 0, 3, 0)
time.sleep(5)
drone.cmd_position(0, 10, 3, 0)
time.sleep(5)
drone.cmd_position(10, 10, 3, 0)
time.sleep(5)
drone.cmd_position(10, 0, 3, 0)
Esempio n. 8
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def test_drone_state_update():
    f = BytesIO()
    mav = mavlink.MAVLink(f)
    c = Connection()
    d = Drone(c)

    # http://mavlink.org/messages/common/#HEARTBEAT
    # msg = mav.heartbeat_encode(mavutil.mavlink.MAV_TYPE_GCS, mavutil.mavlink.MAV_AUTOPILOT_INVALID, 0, 0,
    #                            mavutil.mavlink.MAV_STATE_ACTIVE)

    # http://mavlink.org/messages/common/#GLOBAL_POSITION_INT
    lat = 37.7749 * 1e7  # degrees * 1e7
    lon = 122.4194 * 1e7  # degrees * 1e7
    alt = 33.3 * 1000  # millimeters
    vx = 12.3 * 100  # m/s * 100
    vy = 14.3 * 100  # m/s * 100
    vz = 18.3 * 100  # m/s * 100
    hdg = 88 * 100  # degrees * 100
    msg = mav.global_position_int_encode(time.time(), int(lat), int(lon),
                                         int(alt), int(alt), int(vx), int(vy),
                                         int(vz), int(hdg))
    dispatch_message(c, msg)
    # NOTE: the order switch of longitude and latitude
    assert np.array_equal(
        d.global_position,
        np.array([float(lon) / 1e7,
                  float(lat) / 1e7,
                  float(alt) / 1000]))
    assert np.array_equal(
        d.local_velocity,
        np.array([float(vx) / 100,
                  float(vy) / 100,
                  float(vz) / 100]))

    # http://mavlink.org/messages/common#LOCAL_POSITION_NED
    x = 10.
    y = 20.
    z = 30.
    vx = 30.
    vy = 22.
    vz = 8.
    msg = mav.local_position_ned_encode(time.time(), x, y, z, vx, vy, vz)
    dispatch_message(c, msg)
    assert np.array_equal(d.local_position, np.array([x, y, z]))
    assert np.array_equal(d.local_velocity, np.array([vx, vy, vz]))

    # http://mavlink.org/messages/common#HOME_POSITION
    home_lat = 37.7749 * 1e7  # degrees * 1e7
    home_lon = 122.4194 * 1e7  # degrees * 1e7
    home_alt = 0. * 1000
    msg = mav.home_position_encode(home_lat, home_lon, home_alt, 0, 0, 0, 0, 0,
                                   0, 0)
    dispatch_message(c, msg)
    expect = np.array(
        [float(home_lon) / 1e7,
         float(home_lat) / 1e7,
         float(home_alt) / 1000])
    assert np.array_equal(d.global_home, expect)

    # http://mavlink.org/messages/common#ATTITUDE_QUATERNION
    # Calculate euler angles with http://quaternions.online/
    q1 = 0.56098553
    q2 = 0.43045933
    q3 = -0.09229596
    q4 = 0.70105738
    expect_euler = np.deg2rad(np.array([30, -45, 90]))
    rollspeed = 33
    pitchspeed = 88
    yawspeed = 47
    msg = mav.attitude_quaternion_encode(time.time(), q1, q2, q3, q4,
                                         rollspeed, pitchspeed, yawspeed)
    dispatch_message(c, msg)
    assert np.isclose(d.gyro_raw, np.array([rollspeed, pitchspeed,
                                            yawspeed])).all()
    assert np.isclose(d.attitude, expect_euler).all()
Esempio n. 9
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from udacidrone import Drone
from udacidrone.connection import MavlinkConnection
conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=False)
drone = Drone(conn, tlog_name="TLog-manual.txt")
drone.start()
drone.stop()
from udacidrone import Drone
from udacidrone.connection import MavlinkConnection
conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=True)
drone = Drone(conn)
drone.start()
drone.take_control()
drone.arm()
drone.set_home_position(drone.global_position[0], 
                        drone.global_position[1], 
                        drone.global_position[2])
drone.takeoff(30)
drone.cmd_position(5,5,5,5)
drone.stop()

Esempio n. 11
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from udacidrone import Drone
from udacidrone.connection import MavlinkConnection

conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=False, PX4=False)
drone = Drone(conn)
drone.connection.start()
drone.take_control()
drone.arm()
#drone.set_home_as_current_position()
drone.takeoff(3.0)
drone.cmd_position(2, 1, 3.0, 0)
drone.cmd_position(0, 0, 3, 0)
drone.land()
drone.disarm()
drone.release_control()
drone.stop()
Esempio n. 12
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from udacidrone import Drone
from udacidrone.connection import MavlinkConnection
import time

conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=True)
drone = Drone(conn)
drone.start()

drone.take_control()
drone.arm()

drone.set_home_position(drone.global_position[0], drone.global_position[1],
                        drone.global_position[2])

drone.takeoff(3)

square = [(10, 0, 5, 0), (10, 10, 5, 0), (0, 10, 5, 0), (0, 0, 5, 0)]

for sc in square:
    drone.cmd_position(*sc)
    time.sleep(3)

drone.takeoff(23)

drone.cmd_position(5, 0, 3, 0)
drone.land()
drone.release_control()
drone.disarm()
Esempio n. 13
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from udacidrone import Drone
from udacidrone.connection import MavlinkConnection
conn = MavlinkConnection('tcp:127.0.0.1:5760', threaded=True)
drone = Drone(conn)
drone.start()
drone.take_control()
drone.arm()
drone.takeoff(3)
drone.cmd_position(0, 0, 3, 0)
global_to_local(drone._longitude, drone._latitude, 0)


def point(p):
    return np.array([p[0], p[1], 1.])


p1 = np.array([1., 2])
p2 = np.array([2, 3])
p3 = np.array([3, 3])
p4 = np.array([3, 4])
mat = np.vstack((point(p1), point(p2), point(p3)))
mat1 = np.vstack((point(p1), point(p2), point(p4)))
np.linalg.det(mat)
np.linalg.det(mat1)