shark/hexapod
1
0
Fork 0
Code Issues Pull Requests Packages Projects Releases Wiki Activity

update

Browse Source
This commit is contained in:
Zhengyu Peng
2021-12-09 21:14:32 -05:00
parent 9a2aa191ae
commit 653da35be9
2 changed files with 33 additions and 43 deletions
Download Patch File Download Diff File Expand all files Collapse all files

72
software/rpi/hexapod.py
View File

@@ -11,7 +11,7 @@ from leg import Leg
import numpy as np
import time
import json
from path_generator import forward_path, backward_path
from path_generator import gen_forward_path, gen_backward_path
SIN30 = 0.5
@@ -83,22 +83,32 @@ class Hexapod:
self.pca_right.servo[14]],
correction=[-6, 4, 0])
self.standby_coordinate = np.zeros((6, 3))
self.standby_coordinate = self.calculate_standby_coordinate(60, 75)
self.forward_path = gen_forward_path()
self.backward_path = gen_backward_path()
self.standby()
time.sleep(0.1)
# self.leg_0.set_angle(1, 45)
# full_path = forward_path()
# for mm in range(0, 30):
# self.move(full_path, 0.005)
full_path = backward_path()
time.sleep(1)
for mm in range(0, 30):
self.move(full_path, 0.005)
self.move(self.forward_path, 0.005)
for mm in range(0, 30):
self.move(self.backward_path, 0.005)
def calculate_standby_coordinate(self, j2_angle, j3_angle):
j2_rad = j2_angle/180*np.pi
j3_rad = j3_angle/180*np.pi
standby_coordinate = np.zeros((6, 3))
standby_coordinate[:, 0] = self.mount_x+(self.root_j1+self.j1_j2+(
self.j2_j3*np.sin(j2_rad))+self.j3_tip*np.cos(j3_rad))*np.cos(self.mount_angle)
standby_coordinate[:, 1] = self.mount_y + (self.root_j1+self.j1_j2+(
self.j2_j3*np.sin(j2_rad))+self.j3_tip*np.cos(j3_rad))*np.sin(self.mount_angle)
standby_coordinate[:, 2] = self.j2_j3 * \
np.cos(j2_rad) - self.j3_tip * \
np.sin(j3_rad)
return standby_coordinate
def move(self, path, interval):
for p_idx in range(0, np.shape(path)[0]):
@@ -117,37 +127,17 @@ class Hexapod:
time.sleep(interval)
def standby(self):
dest = self.standby_coordinate
angles = self.inverse_kinematics(dest)
self.standby_coordinate[:, 0] = np.array(self.mount_x)+(self.root_j1+self.j1_j2+(
self.j2_j3*COS30)+self.j3_tip*SIN15)*np.cos(self.mount_angle)
self.standby_coordinate[:, 1] = self.mount_y + (self.root_j1+self.j1_j2+(
self.j2_j3*COS30)+self.j3_tip*SIN15)*np.sin(self.mount_angle)
self.standby_coordinate[:, 2] = self.j2_j3 * \
SIN30 - self.j3_tip * COS15
self.leg_0.move_junctions(angles[0, :])
self.leg_5.move_junctions(angles[5, :])
self.leg_0.set_angle(0, 90)
self.leg_0.set_angle(1, 60)
self.leg_0.set_angle(2, 75)
self.leg_1.move_junctions(angles[1, :])
self.leg_4.move_junctions(angles[4, :])
self.leg_1.set_angle(0, 90)
self.leg_1.set_angle(1, 60)
self.leg_1.set_angle(2, 75)
self.leg_2.set_angle(0, 90)
self.leg_2.set_angle(1, 60)
self.leg_2.set_angle(2, 75)
self.leg_3.set_angle(0, 90)
self.leg_3.set_angle(1, 60)
self.leg_3.set_angle(2, 75)
self.leg_4.set_angle(0, 90)
self.leg_4.set_angle(1, 60)
self.leg_4.set_angle(2, 75)
self.leg_5.set_angle(0, 90)
self.leg_5.set_angle(1, 60)
self.leg_5.set_angle(2, 75)
self.leg_2.move_junctions(angles[2, :])
self.leg_3.move_junctions(angles[3, :])
def inverse_kinematics(self, dest):
temp_dest = dest-self.mount_position

4
software/rpi/path_generator.py
View File

@@ -2,7 +2,7 @@ from lib import semicircle_generator
import numpy as np
def forward_path():
def gen_forward_path():
# assert (g_steps % 4) == 0
g_steps = 20
g_radius = 25
@@ -22,7 +22,7 @@ def forward_path():
return path
def backward_path():
def gen_backward_path():
# assert (g_steps % 4) == 0
g_steps = 20
g_radius = 25