function PlotPvt(gpsPvt,prFileName,llaTrueDegDegM,titleString) %PlotGpsPvt(gpsPvt,prFileName,[llaTrueDegDegM],[titleString]) %Plot the results of GpsLsPvt: % % gpsPvt.FctSeconds Nx1 time vector, same as gpsMeas.FctSeconds % .allLlaDegDegM Nx3 matrix, (i,:) = [lat (deg), lon (deg), alt (m)] % .sigmaLlaM Nx3 standard deviation of [lat,lon,alt] (m) % .allBcMeters Nx1 common bias computed with lla % .allVelMps Nx3 (i,:) = velocity in NED coords % .sigmaVelMps Nx3 standard deviation of velocity (m/s) % .allBcDotMps Nx1 common freq bias computed with velocity % .numSvs Nx1 number of satellites used in corresponding lla % .hdop Nx1 hdop of corresponding fix % % Optional inputs: [llaTrueDegDegM] = reference position, [ts] = title srtring %Author: Frank van Diggelen %Open Source code for processing Android GNSS Measurements gray = [.5 .5 .5]; ltgray = [.8 .8 .8]; %set reference lla for plots iFi = isfinite(gpsPvt.allLlaDegDegM(:,1));%index into finite results if ~any(iFi) return end llaMed = median(gpsPvt.allLlaDegDegM(iFi,:));%use median position as reference if nargin < 3, llaTrueDegDegM = []; end if nargin < 4. titleString = 'PVT solution'; end bGotLlaTrue = ~isempty(llaTrueDegDegM) && any(llaTrueDegDegM); %not empty and not all zeros if bGotLlaTrue llaRef = llaTrueDegDegM; else llaRef = llaMed; end %% plot ne errors vs llaTrueDegDegM -------------------------------------------- nedM = Lla2Ned(gpsPvt.allLlaDegDegM,llaRef); h123=subplot(4,1,1:2); h1 = plot(nedM(:,2),nedM(:,1)); set(h1,'LineStyle','-','LineWidth',0.1,'Color',ltgray) hold on, plot(nedM(:,2),nedM(:,1),'cx'); lls = sprintf(' [%.6f^o, %.6f^o]',llaMed(1:2)); nedMedM = Lla2Ned(llaMed,llaRef); h=plot(nedMedM(2),nedMedM(1),'+k','MarkerSize',18); ts = [' median ',lls]; ht1 = text(nedMedM(2),nedMedM(1),ts,'color','k'); lls = sprintf(' [%.6f^o, %.6f^o]',llaRef(1:2)); if bGotLlaTrue h=plot(0,0,'+r','MarkerSize',18); ts = [' true pos ',lls]; ht2 = text(0,0,ts,'color','r'); %adjust VerticalAlignment to avoid overwriting previous text if nedMedM(1)<0 set(ht1,'VerticalAlignment','top');%moves the 'median' label down set(ht2,'VerticalAlignment','bottom'); else set(ht1,'VerticalAlignment','bottom'); set(ht2,'VerticalAlignment','top'); end %print median position error ts = sprintf('|median - true pos| = %.1f m',norm(nedMedM(1:2))); xm = min(0,nedMedM(2)); %align label with median x value, or zero ym = min(nedM(:,1)); %align with smallest y ht3 = text(xm,ym,ts); set(ht3,'Color','k','VerticalAlignment','bottom'); end title(titleString); axis equal, grid on ylabel('North (m)'),xlabel('East (m)') % compute error distribution and plot circle distM = sqrt(sum(nedM(:,1:2).^2,2)); medM = median(distM); %plot a circle using 'rectangle' (yes really :) hr=rectangle('Position',[-1 -1 2 2]*medM,'Curvature',[1 1]); set(hr,'EdgeColor',gray) ts = sprintf('50%% distribution = %.1f m',medM); text(0,medM,ts,'VerticalAlignment','bottom','Color',gray) %% end of plot ne errors vs llaTrueDegDegM ------------------------------------- %time variable for plots tSeconds = gpsPvt.FctSeconds-gpsPvt.FctSeconds(1); %% plot speed h123(2)=subplot(4,1,3); N = length(gpsPvt.FctSeconds); iGood = isfinite(gpsPvt.allVelMps(:,1)); speedMps = zeros(1,N)+NaN; speedMps(iGood) = sqrt(sum(gpsPvt.allVelMps(iGood,1:2)'.^2)); %horizontal speed plot(tSeconds,speedMps);grid on ylabel('Horiz. speed (m/s)') %% plot hdop & # sats h123(3)=subplot(4,1,4); [hyy,h1]=plotyy(tSeconds,gpsPvt.hdop,tSeconds,gpsPvt.numSvs,'plot','stairs'); grid on set(h1,'LineWidth',1) ylabel(hyy(1),'HDOP'); ylabel(hyy(2),'# sats'); xs = sprintf('time(seconds)\n%s',prFileName); xlabel(xs,'Interpreter','none') set(hyy,'Box','off') linkaxes(h123(2:3),'x'); linkaxes(hyy,'x') end %end of function PlotPvt %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Copyright 2016 Google Inc. % % Licensed under the Apache License, Version 2.0 (the "License"); % you may not use this file except in compliance with the License. % You may obtain a copy of the License at % %     http://www.apache.org/licenses/LICENSE-2.0 % % Unless required by applicable law or agreed to in writing, software % distributed under the License is distributed on an "AS IS" BASIS, % WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. % See the License for the specific language governing permissions and % limitations under the License.