Systems of differential equations Last updated Mar 2, 2020 Page ID21506 Save as PDF Regular Singular Point Solution 3.pg Applications Applications9-6-10.pg9-6-11.pg9-6-12.pgKJ-4-1-29.pgKJ-4-8-33.pgmass-spring-system-03.pgmass-spring-system-04.pgmass-spring-system-11.pgmass-spring-system-13.pgmixing-solutions-01.pgmixing-solutions-02.pgprob01.pgprob02.pgprob03.pgprob04.pgprob51.pgur de 13 12.pgur de 13 13.pgur de 13 4.pgur de 13 9.pgShow allComplex eigenvalues2x2-system soln-cx.pgKJ-4-3-10-b-multians.pgKJ-4-6-04-multians.pgKJ-4-6-14-multians.pgKJ-4-6-20-multians.pgDistinct real eigenvalues2x2-system soln.pgEigenvectors-01.pgEigenvectors-01versionb.pgEigenvectors-03.pgEigenvectors-04.pgEigenvectors-05.pgKJ-4-2-05.pgKJ-4-2-07-b-multians.pgKJ-4-3-16-b-multians.pgKJ-4-3-16-c-multians.pgKJ-4-3-16-d-multians.pgKJ-4-3-29-multians.pgKJ-4-4-13-multians.pgKJ-4-4-18-a-multians.pgKJ-4-4-20-multians.pgKJ-4-4-23-a-multians.pgKJ-4-4-23-b-multians.pgKJ-4-7-28.pgLebl-3-1-03.pgproblem1.pgQ39.pgur de 13 10.pgur de 13 16.pgShow allMatrix notation for systemsKJ-4-1-08-multians.pgKJ-4-1-13-multians.pgKJ-4-1-14-multians.pgKJ-4-1-22-multians.pgKJ-4-1-28-a-multians.pgKJ-4-1-28-multians.pgKJ-4-2-04-multians.pgKJ-4-2-07-a-multians.pgKJ-4-2-19-multians.pgKJ-4-3-05-a-multians.pgKJ-4-4-05-multians.pgKJ-4-4-06-multians.pgKJ-4-6-31.pgLebl-3-3-01.pglinearsystems1.pgShow allNonhomogeneous systems2x2-system-nonhomog-cx.pg2x2-system-nonhomog-rep.pg2x2-system-nonhomog.pgeigexpan1.pgKJ-4-8-03.pgKJ-4-8-05.pgKJ-4-8-06.pgKJ-4-8-07.pgKJ-4-8-10.pgKJ-4-8-12.pgKJ-4-8-25.pgLebl-3-1-02.pgpositive-eigenvalues-second-order.pgprob91.pgprob92.pgprob93.pgQ13.pgShow allNonlinear systemsbendixson-dulac1.pgbendixson-dulac2.pgconservative1.pgconservative2.pgcritical-points-curve1.pgdegenerate-critical-point1.pgjacob1.pgjacob2.pglinearization1.pglinearization2.pglinearization3.pgQ03.pgQ05.pgQ09.pgQ15.pgvanderpol1.pgShow allPhase planesKJ-4-5-17.pgKJ-4-5-19.pgKJ-4-5-20.pgKJ-4-6-32.pgKJ-4-7-29.pgpplane-match 1.pgprob001.pgprob61.pgprob62.pgprob64b.pgprob67.pgprob81.pgprob82.pgprob84.pgQ05.pgSystems-Classification-01.pgSystems-Classification-02.pgSystems-Classification-03.pgSystems-Classification-04.pgSystems-Classification-05.pgSystems-Classification-06.pgur de 13 15.pgur de 13 8.pgShow allReduction to first order systems3x3-system-convert.pgKJ-4-2-15.pgur de 13 1.pgur de 13 2.pgur de 13 3.pgRepeated eigenvalues2x2-system soln-rep.pgKJ-4-3-21-a-multians.pgKJ-4-3-21-b-multians.pgKJ-4-3-21-c-multians.pgKJ-4-3-21-d-multians.pgKJ-4-7-03-multians.pgKJ-4-7-06-multians.pgKJ-4-7-08-multians.pgKJ-4-7-30.pgKJ-4-7-33.pgprob85.pgRepeated-eigenvalues-01.pgRepeated-eigenvalues-02.pgRepeated-eigenvalues-03.pgRepeated-eigenvalues-04.pgShow allVerification of solutionsforced-vibrations.pgKJ-4-2-10.pgKJ-4-3-05-b-multians.pgKJ-4-3-10-a-multians.pgKJ-4-3-16-a-multians.pgKJ-4-3-31-multians.pgLebl-3-3-02.pgLebl-3-3-02a.pgur de 13 5.pgur de 13 6.pgShow all