Continuity Equation
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This example illustrates the continuity equation, a fundamental principle in fluid dynamics. It demonstrates the application of the continuity equation in various geometric shapes using GeoGebra commands such as Sequence, Point, Segment, and Vector. Suitable for high school physics and mathematics courses.
GeoGebra Commands & Parameters
Sequence(y = i, i, (-r_1), r_1, (2 * r_1 / 10)) → list1Point(list1) → APoint(list1) → BPoint(list1) → CPoint(list1) → DPoint(list1) → EPoint(list1) → FPoint(list1) → GPoint(list1) → HPoint(list1) → IPoint(list1) → JPoint(list1) → KPoint(list1) → LPoint(list1) → MPoint(list1) → NPoint(list1) → OPoint(list1) → PPoint(list1) → QPoint(list1) → RSequence(y = i, i, (-r_2), r_2, (2 * r_2 / 10)) → list3Point(list3) → SPoint(list3) → TPoint(list3) → UPoint(list3) → VPoint(list3) → WPoint(list3) → ZPoint(list3) → A_1Point(list3) → B_1Point(list3) → C_1Point(list3) → D_1Point(list3) → E_1Point(list1) → F_1Point(list1) → G_1Point(list1) → H_1Point(list1) → I_1Segment(A, S) → aSegment(B, T) → bSegment(C, U) → cSegment(D, V) → dSegment(E, W) → eSegment(F, Z) → fSegment(G, A_1) → gSegment(H, B_1) → hSegment(I, C_1) → iSegment(H_1, D_1) → jSegment(I_1, E_1) → kSegment(J, A) → lSegment(K, B) → mSegment(L, C) → nSegment(M, D) → pSegment(N, E) → qSegment(O, F) → rSegment(P, G) → sSegment(Q, H) → tSegment(R, I) → a_1Segment(F_1, H_1) → b_1Segment(G_1, I_1) → c_1Point(list3) → J_1Point(list3) → K_1Point(list3) → L_1Point(list3) → M_1Point(list3) → N_1Point(list3) → O_1Point(list3) → P_1Point(list3) → Q_1Point(list3) → R_1Point(list3) → S_1Point(list3) → T_1Vector(T, K_1) → vVector(U, L_1) → wVector(W, N_1) → u_1Vector(V, M_1) → v_1Vector(Z, O_1) → w_1Vector(A_1, P_1) → d_1Vector(B_1, Q_1) → e_1Vector(D_1, S_1) → g_1Segment(S, J_1) → i_1Segment(C_1, R_1) → f_1Segment(E_1, T_1) → h_1Vector(C_1, R_1) → u