From ecd482fc588d41a0d96334ab2c0df636f656d47f Mon Sep 17 00:00:00 2001 From: Stevedan Ogochukwu Omodolor <stevedan.o.omodolor@gmail.com> Date: Thu, 2 Jun 2022 15:56:24 +0200 Subject: [PATCH] working --- .../matlab_files/potential_function_plot.asv | 27 +- .../matlab_files/potential_function_plot.m | 31 +- .../scripts/model_ugv_data.py | 1 + simulation/controller/SwamControllerAlg.asv | 460 +++ simulation/controller/SwamControllerAlg.m | 32 +- simulation/formation_tests/main_only_drones.m | 18 +- .../drone_modelling_vx_vy_second_order.mlx | Bin 337826 -> 502949 bytes simulation/simulation_results/test_17/.fig | Bin 0 -> 563772 bytes simulation/simulation_results/test_17/1.fig | Bin 3215413 -> 563772 bytes simulation/simulation_results/test_17/2.fig | Bin 397436 -> 86177 bytes simulation/simulation_results/test_17/3.fig | Bin 448634 -> 145486 bytes simulation/simulation_results/test_17/4.fig | Bin 829262 -> 168841 bytes simulation/simulation_results/test_17/5.fig | Bin 891710 -> 214875 bytes simulation/simulation_results/test_17/6.fig | Bin 802747 -> 118712 bytes simulation/simulation_results/test_17/7.fig | Bin 397436 -> 563772 bytes .../simulation_results/test_17/not_a_test.csv | 503 +++ .../simulation_results/test_17/test_17.csv | 3438 +++-------------- 17 files changed, 1540 insertions(+), 2970 deletions(-) create mode 100644 real_robot/coordination_formation_control_pkg/scripts/model_ugv_data.py create mode 100644 simulation/controller/SwamControllerAlg.asv create mode 100644 simulation/simulation_results/test_17/.fig create mode 100644 simulation/simulation_results/test_17/not_a_test.csv diff --git a/controller_test_drone_modeling/matlab_files/potential_function_plot.asv b/controller_test_drone_modeling/matlab_files/potential_function_plot.asv index 18b350a..d19f986 100644 --- a/controller_test_drone_modeling/matlab_files/potential_function_plot.asv +++ b/controller_test_drone_modeling/matlab_files/potential_function_plot.asv @@ -1,6 +1,6 @@ %% Plot the potential function between two interagent uav with distance from 0 to 25m clear, close all -di = 0:0.01:3; % Interagent distance vector in m +di = 0:0.1:3; % Interagent distance vector in m s = size(di,2); q1 = zeros(s,2); % position of the first agent @@ -19,12 +19,12 @@ end param.eps = 0.1; % computation of the norm param.a = 1; %computation of the fi sigmoidal function param.b = 1; %computation of the fi sigmoidal function -param.h = 0.2; % for the bumper function +param.h = 0.05; % for the bumper function V = zeros(s,1); % potential function param.d = 1.5; % desired distance -param.c = 2;% cutoff distance +param.c = 2.5;% cutoff distance num_agent = 2; @@ -33,20 +33,29 @@ Q = []; for i = 1:s Q = []; Q = [q1(1,:); q2(i,:)]; - psi_alpha = compute_psi_alpha(Q(p,:),Q(j,:),param) ; + psi_alpha = 0; + psi_alpha = psi_alpha + compute_psi_alpha(param.c*[0;1],[0;0],param, param.d); % for j = 1:num_agent -% psi_alpha = 0; % for p = 1:num_agent % if p ~= j -% psi_alpha = psi_alpha + compute_psi_alpha(Q(p,:),Q(j,:),param) ; +% if norm(Q(p,:) -Q(j,:)) < param.c +% psi_alpha = psi_alpha + compute_psi_alpha(Q(p,:),Q(j,:),param, param.d) ; +% else +% psi_alpha = psi_alpha + compute_psi_alpha(param.c*[0;1],[0;0],param, param.d); +% disp("HEre") +% end +% % end % end -% V(i) = V(i)+psi_alpha; -% end - V(i) = 0.5*psi_alpha; + end + V(i) = psi_alpha; end +%% figure plot(di,V) +title("Potential between two agent with distance from 0 to 3m, desired distance: 1.5 finite cut off at 2.5 m") +ylabel("V(q)") +xlabel("inter-agent distance(m)") diff --git a/controller_test_drone_modeling/matlab_files/potential_function_plot.m b/controller_test_drone_modeling/matlab_files/potential_function_plot.m index 906c79a..d52db69 100644 --- a/controller_test_drone_modeling/matlab_files/potential_function_plot.m +++ b/controller_test_drone_modeling/matlab_files/potential_function_plot.m @@ -34,20 +34,23 @@ for i = 1:s Q = []; Q = [q1(1,:); q2(i,:)]; psi_alpha = 0; - for j = 1:num_agent - for p = 1:num_agent - if p ~= j - if norm(Q(p,:) -Q(j,:)) < param.c - psi_alpha = psi_alpha + compute_psi_alpha(Q(p,:),Q(j,:),param, param.d) ; - else - psi_alpha = psi_alpha + compute_psi_alpha(param.c*[0;1],[0;0],param, param.d); - disp("HEre") - end - - end - end - end - V(i) = 0.5*psi_alpha; +% q2(i,:) + psi_alpha = compute_psi_alpha(q2(i,:),[0;0],param, param.d); + +% for j = 1:num_agent +% for p = 1:num_agent +% if p ~= j +% if norm(Q(p,:) -Q(j,:)) < param.c +% psi_alpha = psi_alpha + compute_psi_alpha(Q(p,:),Q(j,:),param, param.d) ; +% else +% psi_alpha = psi_alpha + compute_psi_alpha(param.c*[0;1],[0;0],param, param.d); +% disp("HEre") +% end +% +% end +% end +% end + V(i) = psi_alpha; end %% diff --git a/real_robot/coordination_formation_control_pkg/scripts/model_ugv_data.py b/real_robot/coordination_formation_control_pkg/scripts/model_ugv_data.py new file mode 100644 index 0000000..4265cc3 --- /dev/null +++ b/real_robot/coordination_formation_control_pkg/scripts/model_ugv_data.py @@ -0,0 +1 @@ +#!/usr/bin/env python diff --git a/simulation/controller/SwamControllerAlg.asv b/simulation/controller/SwamControllerAlg.asv new file mode 100644 index 0000000..28851af --- /dev/null +++ b/simulation/controller/SwamControllerAlg.asv @@ -0,0 +1,460 @@ +classdef SwamControllerAlg + properties + formation_param % information on paramters + gain_param % struct gains c1 c2 for alpha(agent) c1 c2(obstacle) c1 c2(gamma) + indx %position of the robot in the distance matrix + integral_error % store the integrator + previous_error % store for integral control + + + end + + properties (Access = private) + robot_size %impose robot safety circle diameter + id % to indxentify the robot + end + + properties (Constant) + safe_distance = 0.15 % safety distance around the robot in + end + + + methods + % -- constructor + function thisSwamControllerAlg = SwamControllerAlg(robot_size, id,indx,form_param, gains) + % Important, this computation is valindx for 2d positions, 3d not + % included + thisSwamControllerAlg.robot_size = robot_size+thisSwamControllerAlg.safe_distance; + thisSwamControllerAlg.indx = indx; + thisSwamControllerAlg.id = id; + thisSwamControllerAlg.gain_param = gains; + thisSwamControllerAlg.integral_error = [0;0]; + thisSwamControllerAlg.previous_error = [0;0]; + + % recompute c2 gain to ensure the following conditions + %c1_apha < c1_gamma< c1_beta + if false %gains.c1_alpha > gains.c1_gamma || gains.c1_gamma > gains.c1_beta + error("Gain conditions not meet: c1_alpha < c1_gamma < c1_beta"); + end + % recompute c2 gain based on the following equation c2 = + % c1_gamma = s*sqrt(c) based on original paper + thisSwamControllerAlg.formation_param = form_param; + % ensure 0 < a < b is met + if (0 > form_param.a) && (form_param.a >form_param.b) + error('Error. 0 < a <= b not met'); + + end + % safety + if form_param.nav_type <= 0 || form_param.nav_type >2 + error("Navigational_type should be 1-converge approach or 2 - parallel approach"); + end + if form_param.nav_type ~= 2 + thisSwamControllerAlg.gain_param.c2_alpha = 2*sqrt(thisSwamControllerAlg.gain_param.c1_alpha); + thisSwamControllerAlg.gain_param.c2_beta = 2*sqrt(thisSwamControllerAlg.gain_param.c1_beta); + thisSwamControllerAlg.gain_param.c2_gamma = 2*sqrt(thisSwamControllerAlg.gain_param.c1_gamma); + end + % formation + thisSwamControllerAlg.formation_param.r = form_param.k*form_param.dist; % Neighbourhood distance + + + % obstacle avoindxance parameters + thisSwamControllerAlg.formation_param.d_obs = form_param.ratio*form_param.dist; + thisSwamControllerAlg.formation_param.r_obs = form_param.k*thisSwamControllerAlg.formation_param.d_obs; + if thisSwamControllerAlg.formation_param.d_obs < thisSwamControllerAlg.robot_size/2 + error("Minimum distance to obstacle is too low and can be dangerous, increase d/d_ob ratio"); + end + + + % perform some formation configuration; + thisSwamControllerAlg = thisSwamControllerAlg.configureFormation(); + disp("Robot: " + id + " Initialized"); + + + end + % -- Function responsible forcreating the formation parameters + function thisSwamControllerAlg = configureFormation(thisSwamControllerAlg) + % ensure distance is more thatn robot safe area + dist = thisSwamControllerAlg.formation_param.dist; + form_t = thisSwamControllerAlg.formation_param.type; + if dist < (thisSwamControllerAlg.robot_size/2) + error("Distance between robot will result in collision minimum radius distance: " + thisSwamControllerAlg.robot_size/2); + end + + % formation configuration + if form_t == 2 + % 2 man formation following + thisSwamControllerAlg.formation_param.iad = [0,dist; %interagent distance + dist,0]; + thisSwamControllerAlg.formation_param.N = 2; % number of agent + thisSwamControllerAlg.formation_param.node_names = {'d1','d2'}; + + + + elseif form_t == 3 % triangular formation + thisSwamControllerAlg.formation_param.iad = [0,dist, dist; %interagent distance + dist, 0, dist; + dist, dist, 0]; + thisSwamControllerAlg.formation_param.N = 3; % number of agent + thisSwamControllerAlg.formation_param.node_names = {'d1','d2','d3'}; + + elseif form_t == 4 % square formation + h = sqrt(2*dist*dist); % diagonal distance + thisSwamControllerAlg.formation_param.iad = [0,dist, h, dist; %interagent distance + dist, 0,dist, h; + h,dist,0,dist; + dist,h, dist,0]; + thisSwamControllerAlg.formation_param.N = 4; % number of agent + thisSwamControllerAlg.formation_param.node_names = {'d1','d2','d3','d4'}; + + + elseif form_t == 5 % pentagon formation + h = dist + 2*dist*cos(deg2rad(72)); %diagonal distance + thisSwamControllerAlg.formation_param.iad = [0,dist,h,h,dist; %interagent distance + dist, 0, dist,h,h; + h,dist,0,dist, h; + h,h,dist,0,dist; + dist,h,h,dist,0]; + thisSwamControllerAlg.formation_param.N = 5; % number of agent + thisSwamControllerAlg.formation_param.node_names = {'d1','d2','d3','d4','d5'}; + + else + error("Wrong formation type: triangle:1 square:2 pentagon: 3"); + end + disp("Interagent distance matrix: "); + disp(thisSwamControllerAlg.formation_param.iad); + end + + % -- display formation + function showFormation(thisSwamControllerAlg) + figure + if thisSwamControllerAlg.formation_param.type > 2 + pgon1 = nsindxedpoly(thisSwamControllerAlg.formation_param.N,'Center',[0 0],'SindxeLength',thisSwamControllerAlg.formation_param.dist); + plot(pgon1) + for i =1:thisSwamControllerAlg.formation_param.N + text(pgon1.Vertices(i,1),pgon1.Vertices(i,2),"d" + string(i)); + + end + elseif thisSwamControllerAlg.formation_param.type == 2 + plot([0; thisSwamControllerAlg.formation_param.dist], [0,0]) + text(0,0,"d1") + text(thisSwamControllerAlg.formation_param.dist,0,"d2") + + end +% axis equal + + end + + % -- main controller + function [input, input_vec,q_obs_vector] = controller(thisSwamControllerAlg,q,p,ref,ob, ori, cooperation) + % q is the current position of each of the drone- column vector + % p is the current velocitu of each of the drones + % ob is the current position of the obstacles [x,y,r] + % orientatoin in degs + if size(q,1) > 2 + error("Controller is intended for 2d plane, not 3d, send x y inputs"); + end + + % ----- formation computation + q_rf = q'; % convert to row format + [ind,dist] = knnsearch(q_rf,q_rf(thisSwamControllerAlg.indx,:),"K",thisSwamControllerAlg.formation_param.N); + I = find(dist <= thisSwamControllerAlg.formation_param.r); + if size(I,2) == 1 % only robot % dangerours because in real world the position can be different for the same robot, do not implement this in the real robot + warning("Robot does not seem to have any neighbour, make sure this was done intentionally"); % TODO implement better logging + end + N_agent = ind(1,1:size(I,2));% agent neigbours + s_Na = size(N_agent,2); + u_formation = [0;0]; + grad_term = [0;0]; + cons_term = [0;0]; + deriv_term = [0;0]; + a = thisSwamControllerAlg.formation_param.a; + b = thisSwamControllerAlg.formation_param.b; + h_alpha = thisSwamControllerAlg.formation_param.h_alpha; + eps = thisSwamControllerAlg.formation_param.eps; + r = thisSwamControllerAlg.formation_param.r; + qi = q(:,thisSwamControllerAlg.indx); + pi_ = p(:,thisSwamControllerAlg.indx); + + + + for i = 1: s_Na + if N_agent(i) ~= thisSwamControllerAlg.indx % only for neigbours + qj = q(:,N_agent(i)); + pj = p(:,N_agent(i)); + if cooperation == 1 + d = thisSwamControllerAlg.formation_param.iad(thisSwamControllerAlg.indx,N_agent(i)); + else + d = thisSwamControllerAlg.formation_param.follow_dist; + end + % gradient term + fi = thisSwamControllerAlg.computeFi(qj,qi,a,b,h_alpha,eps,r,d); + nij = SwamControllerAlg.computeNij(qj,qi, eps); + grad_term = grad_term + fi*nij; + % consesus term + if thisSwamControllerAlg.formation_param.integrator == 2 + aij = SwamControllerAlg.computeAij(qj,qi,r,eps,h_alpha); + cons_term = cons_term +aij*(pj-pi_); + + deriv_term = deriv_term + aij*(qj-qi); + + end + + + end + + end + error_grad_term = grad_term; + u_formation = grad_term*thisSwamControllerAlg.gain_param.c1_alpha + cons_term*thisSwamControllerAlg.gain_param.c2_alpha; + % obstacle formation + % TODO current implementation only consindxers circular + % Todo plot gradient and potencial + % obstacles, include hyperplane + + if isempty(ob) + u_obstacle = [0;0]; + q_obs_vector = [0;0]; + + else + % compute position and velocity of obstacles + % projection of agent onto obstacle + ob_s = size(ob,2); + r_obs = thisSwamControllerAlg.formation_param.r_obs; + d_obs = thisSwamControllerAlg.formation_param.d_obs; + h_beta = thisSwamControllerAlg.formation_param.h_beta; + + % q_hat = zeros(2,ob_s); % positions of all the obstables + % p_hat = zeros(2,ob_s); % velocities of all the obstacles + % N_beta = []; + q_obs_vector = zeros(2,ob_s); + grad_term_obs = [0;0]; + cons_term_obs = [0;0]; + nav_term_obs = [0;0]; + for o = 1:ob_s + yk = ob(1:2,o); % center of obstacle + Rk = ob(3,o); % radius of obstacle + mu = Rk/norm(qi-yk); + ak = (qi-yk)/norm(qi-yk); + a__ = ak*ak'; + sa = size(a__,1); + P = eye(sa)- a__; + q_hat_i = mu*qi + (1-mu)*yk; + p_hat_i = mu *P*pi_; + +% qi = thisSwamControllerAlg.indx; +% if thisSwamControllerAlg.indx == 1 +% disp("Here"); +% end + d2obs = norm(qi- q_hat_i); + q_obs_vector(:,o) = q_hat_i; + if d2obs < r_obs %Neighbourhood obstacles of agent + % gradient term + fi_beta = SwamControllerAlg.computeFiB(q_hat_i,qi,h_beta,d_obs,eps); + nij = SwamControllerAlg.computeNij(q_hat_i,qi, eps); + grad_term_obs = grad_term_obs + fi_beta*nij; + % consesus term + if thisSwamControllerAlg.formation_param.integrator == 2 + + bij = SwamControllerAlg.computeBij(q_hat_i,qi,d_obs,eps, h_beta); + cons_term_obs = cons_term_obs +bij*(p_hat_i-pi_); + end +% +% nav_term_obs = nav_term_obs -thisSwamControllerAlg.gain_param.c1_gamma*(SwamControllerAlg.sigmaOne(q_hat_i-ref.q))- ... +% thisSwamControllerAlg.gain_param.c2_gamma*(p_hat_i-ref.p); + end + end +% + u_obstacle = thisSwamControllerAlg.gain_param.c1_beta* grad_term_obs ... + +thisSwamControllerAlg.gain_param.c2_beta*cons_term_obs; + + end + + % navigational term + % TODO: implement wait until formation potential has reach a + % threshold + u_navigation = [0;0]; + if cooperation == 1 + if thisSwamControllerAlg.formation_param.nav_type == 1 + % convergence approach + u_navigation = -thisSwamControllerAlg.gain_param.c1_gamma*(SwamControllerAlg.sigmaOne(qi-ref.q))- ... + thisSwamControllerAlg.gain_param.c2_gamma*(pi_-ref.p); + else + %parallel approach + % compute the centroindx info + mean_q = [mean(q(1,:)); mean(q(2,:))]; + mean_p = [mean(p(1,:)); mean(p(2,:))]; + + u_navigation = -thisSwamControllerAlg.gain_param.c1_gamma*(SwamControllerAlg.sigmaOne((mean_q-ref.q)))- ... + thisSwamControllerAlg.gain_param.c2_gamma*(mean_p-ref.p); +% u_navigation = sat_func(u_navigation,0.05); + + + end + end + + + % orientation term + % compute the centroindx vector + u_orientation = [0;0]; + if ~isempty(ori) + desired_angle = deg2rad(ori); + % convert to 3d + desired_vector = [cos(desired_angle); sin(desired_angle);0]; + if cooperation == 1 + q_centroid = [mean(q,2);0]; + q_leader = [q(:,1);0]; + else + q_centroid = [q(:,1);0]; + q_leader = [q(:,2);0]; + + end + dlc = norm(q_leader-q_centroid); % distance from centroid to leader drone + lcv = q_leader-q_centroid; % vector from centroid to leader + dcv = dlc*desired_vector; % vector from centroid to desired final pose of leader + acl =atan2(lcv(2), lcv(1));%angle of vector from centroid to leadership dron + acc = atan2(dcv(2), dcv(1)); % angle of vector from fron centroid to final drone pose + if cooperation == 2 + acl =atan(lcv(2)/ lcv(1));%angle of vector from centroid to leadership dron + acc = atan(dcv(2)/dcv(1)); % angle of vector from fron centroid to final drone pose + end + alpha = acc-acl;%angle between vector lcv and dcv + disp() + % ---- We want to compute the rotational acceleration + % direction + q_hat = [q(:,thisSwamControllerAlg.indx); 0];% current drone pose + cq_hat = q_hat - q_centroid;% vector from centroid to current drone + rot_d =cross(cq_hat, [0,0,-alpha]) ; %rotaiton direction + + if norm(rot_d) == 0 + rot_d = [0;0]; + else + rot_d = rot_d/norm(rot_d); % convert to unit vecor; + end + u_orientation = thisSwamControllerAlg.gain_param.c1_theta*abs(alpha)*[rot_d(1);rot_d(2)]; + %% try sun phd controller controller + % we assume agent 1 and 2 are the orientation agents +% if (thisSwamControllerAlg.indx == 1) || (thisSwamControllerAlg.indx == 2) +% % compute the current vector from agent 1 to agent 2 +% % we normalize it +% if thisSwamControllerAlg.indx == 1 +% q1_o = q(:,1); +% q2_o = q(:,2); +% ang = 1; +% else +% q2_o = q(:,1); +% q1_o = q(:,2); +% ang = -1; +% end +% % relative position +% A12_ = q2_o - q1_o; +% % desired relatic position angle is assume to be from q1 +% % to q2 +% dA12_ = ang *norm(A12_)* [cos(deg2rad(desired_angle));sin(deg2rad(desired_angle)) ]; +% +% +% u_orientation = thisSwamControllerAlg.gain_param.c1_theta*( A12_ - dA12_); +% +% else +% u_orientation = [0;0]; +% +% +% end + end + + % integral controld + % error obtained from the formation gradient term + thisSwamControllerAlg.integral_error = thisSwamControllerAlg.integral_error + error_grad_term*thisSwamControllerAlg.formation_param.dt; + % saturate error to prevent anti-winup +% thisSwamControllerAlg.integral_error = sat_func( thisSwamControllerAlg.integral_error, thisSwamControllerAlg.formation_param.int_max); + u_integral = thisSwamControllerAlg.gain_param.c1_delta * thisSwamControllerAlg.integral_error; % + deriv_term*thisSwamControllerAlg.gain_param.c2_delta; +% u_derivative = ((error_grad_term-previous_error)/ thisSwamControllerAlg.formation_param.dt)*thisSwamControllerAlg.gain_param.c3_delta; +% thisSwamControllerAlg.previous_error = error_grad_term; +% ce = error_grad_term; + + input = u_formation + u_obstacle + u_navigation+u_orientation + u_integral+ 0; + input_vec = [u_formation,u_obstacle,u_navigation,u_orientation,u_integral]; % debug purposes +% potential = [potential_formation,potential_obstacle, potential_navigation, potential_orietation]; + end + + end + methods (Static) + + % - computes the sigma norm of a vector + function out = computeSigmaNorm(z,eps) + n = norm(z); + out = (1/eps)*((sqrt(1+eps*n*n))-1); + end + % compute the fi alpha function + function out = computeFi(qj,qi,a,b,h,eps,r,d) + % qj is the neighbour + % qi is the drone itself + % sigma norms of the error-cut off radius- desired distance + z_sn = SwamControllerAlg.computeSigmaNorm((qj-qi), eps); % this can be done outsindxe the function + r_sn = SwamControllerAlg.computeSigmaNorm(r, eps); + d_sn = SwamControllerAlg.computeSigmaNorm(d, eps); + out = SwamControllerAlg.ph(z_sn/r_sn,h) * SwamControllerAlg.fi(a,b,(z_sn-d_sn)); + end + + + % - computes the fi function + function out = fi( a,b,z) + c = abs(a-b)/sqrt(4*a*b); + out = 0.5 * (((a+b)*SwamControllerAlg.sigmaOne(z+c)) + (a-b)); + end + + % - computes the ph bumper function + function out = ph(z, h) + % the bumper function maps R+ to [0,1] + if max(size(z)) > 1 + error("Bumper function: value must be scalar") + end + if( z >= 0) && ( z<h) + out = 1; + elseif (z >= h) && (z<=1) + out = 0.5*(1+cos(pi*(z-h)/(1-h))); + else + out = 0; + end + + end + + % computes the sigma1 + function out = sigmaOne(z) + n = norm(z); + out = z/sqrt(1+(n*n)); + end + + % --- compute nij function neighbourhood function + function out = computeNij(qj,qi, eps) + % qj is the neighbour + % qi is the drone itself + z = qj -qi; + n = norm(z); + out = z/sqrt(1+(eps*n*n)); + + + end + + % -- compute the adjency matrix element + function out = computeAij(qj,qi,r,eps,h) + z_sn = SwamControllerAlg.computeSigmaNorm(qj-qi, eps); + r_sn = SwamControllerAlg.computeSigmaNorm(r,eps); + out = SwamControllerAlg.ph(z_sn/r_sn,h); + end + + % -- helper function for obstacle + % damping function + function out = computeFiB(qj,qi,h_beta,d_obs,eps) + z_sn = SwamControllerAlg.computeSigmaNorm(qj-qi,eps); + d_obs_sn = SwamControllerAlg.computeSigmaNorm(d_obs,eps); + out = SwamControllerAlg.ph(z_sn/d_obs_sn,h_beta) * (SwamControllerAlg.sigmaOne(z_sn-d_obs_sn)-1); + end + function out = computeBij(qj,qi,d_obs,eps, h) + z_sn = SwamControllerAlg.computeSigmaNorm(qj-qi,eps); + d_obs_sn = SwamControllerAlg.computeSigmaNorm(d_obs,eps); + out = SwamControllerAlg.ph(z_sn/d_obs_sn,h); + end + end + +end + + diff --git a/simulation/controller/SwamControllerAlg.m b/simulation/controller/SwamControllerAlg.m index de6d310..9b9f162 100644 --- a/simulation/controller/SwamControllerAlg.m +++ b/simulation/controller/SwamControllerAlg.m @@ -321,14 +321,42 @@ classdef SwamControllerAlg % direction q_hat = [q(:,thisSwamControllerAlg.indx); 0];% current drone pose cq_hat = q_hat - q_centroid;% vector from centroid to current drone - rot_d =cross(cq_hat, [0,0,-alpha]) ; %rotaiton direction + rot_d =cross(cq_hat, [0,0,alpha]) ; %rotaiton direction if norm(rot_d) == 0 rot_d = [0;0]; else rot_d = rot_d/norm(rot_d); % convert to unit vecor; end - u_orientation = thisSwamControllerAlg.gain_param.c1_theta*abs(alpha)*[rot_d(1);rot_d(2)]; + u_orientation = thisSwamControllerAlg.gain_param.c1_theta*(alpha)*[rot_d(1);rot_d(2)]; + %% try sun phd controller controller + % we assume agent 1 and 2 are the orientation agents +% if (thisSwamControllerAlg.indx == 1) || (thisSwamControllerAlg.indx == 2) +% % compute the current vector from agent 1 to agent 2 +% % we normalize it +% if thisSwamControllerAlg.indx == 1 +% q1_o = q(:,1); +% q2_o = q(:,2); +% ang = 1; +% else +% q2_o = q(:,1); +% q1_o = q(:,2); +% ang = -1; +% end +% % relative position +% A12_ = q2_o - q1_o; +% % desired relatic position angle is assume to be from q1 +% % to q2 +% dA12_ = ang *norm(A12_)* [cos(deg2rad(desired_angle));sin(deg2rad(desired_angle)) ]; +% +% +% u_orientation = thisSwamControllerAlg.gain_param.c1_theta*( A12_ - dA12_); +% +% else +% u_orientation = [0;0]; +% +% +% end end % integral controld diff --git a/simulation/formation_tests/main_only_drones.m b/simulation/formation_tests/main_only_drones.m index 1a6c8f4..0637978 100644 --- a/simulation/formation_tests/main_only_drones.m +++ b/simulation/formation_tests/main_only_drones.m @@ -12,8 +12,8 @@ n_robots = n_agv + n_ugv; agv_size = 0.15; ugv_size = 0.32; N = 2; % working in 2d plane -file_path = '~/masters_thesis_stevedan/masters-thesis/code/control/simulation/simulation_results/test_17/'; -file_name = 'test_17'; +file_path = '/home/spot/masters_thesis_stevedan/formation_coordination_uav_ugv/simulation/simulation_results/test_17/'; +file_name = 'not_a_test'; %% configuration robot model % load the models @@ -31,7 +31,7 @@ clear agv_models ugv_models free_space = 1; split_rejoin = 2; obs_pos = []; -E1 = EnironmentSetupSimulation(split_rejoin, obs_pos); +E1 = EnironmentSetupSimulation(free_space, obs_pos); obs_pos = E1.obstacle_matrix; [fig_live_plot, ax_live_plot] = E1.showEnvironment; leader = 1; @@ -60,7 +60,7 @@ controller_gains.c1_beta = 0.3; controller_gains.c2_beta = 1; controller_gains.c1_gamma = 0.25; controller_gains.c2_gamma = 0.01; -controller_gains.c1_theta = 0.25; +controller_gains.c1_theta = 0.1; controller_gains.c1_delta = 0.09; controller_gains.c2_delta = 0.0; controller_gains.c3_delta = 0.00; @@ -124,13 +124,13 @@ end buffer_size = 100; wp.buffer = ones(1,buffer_size); wp.previous = 0; -desired_orientation = []; +desired_orientation = 0; -wp.pose = E1.ref_waypoints; +wp.pose = mean(q_agv,2); wp.ind = 1; wp.size = size(wp.pose,2); ref.q = wp.pose(:,1); -ref.p = [0.1;0]; +ref.p = [0.0;0]; t = 0; stop_test = false; % Log intial data @@ -188,14 +188,14 @@ while ~stop_test error = (norm(centroid -ref.q)); wp.buffer = [wp.buffer(2:end), error]; % mean(wp.buffer) - if counter > 0 % wait for seconds more mean(wp.buffer) < 0.1 + if stop_test % wait for seconds more mean(wp.buffer) < 0.1 % stop all agv for r = 1:n_agv swam_agv(r).stop_robot; end % stop_test = true; end - if counter > 5 + 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