Sample

97f97ab2-e5c9-489d-87b1-9cf3f060a02d 16 4 5 decimal

&[DATE] &[TIME] - &[FILENAME]

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 #

y

A'

Viergelenkschlag

l.A

l.K

φ.A

Geometrie

x.A 0 :

y.A 0 :

x.B 6 :

y.B 3 :

y.A

A

l.B

B'

l.A 3 :

l.B 4 :

l.K 6 :

y.B

φ.B

Koppelpunkte

B

x.A' x.A l.A φ.A ° * cos * + :

x.B' x.B l.B φ.B ° * cos * + :

x.A

x.B

x

y.A' y.A l.A φ.A ° * sin * + :

y.B' y.B l.B φ.B ° * sin * + :

φ.A φ.B0

Löser-Startwert Kurbelwinkel B

Kurbelwinkel A

n.max 10 :

Maximale Zahl der Iterationen

Δf 0.01 :

Funktionstoleranz

Δx 0.01 :

Variablentoleranz

L l.K 2^x.A' x.B' - (2^y.A' y.B' - (2^+ ≡ φ.B0 Δf Δx n.max 110 NewtonRaphson :

L# P V# L# 3 el 2 L# 3 el rows 14 submatrix : r 02 matrix : i 1 L# 2 el 1 el range r r V# i 2 el 012 mat stack (: r r V# i 2 el V# i 4 el 12 mat stack (: 21 line for r 41 line :

L 587.8928 511 mat i x J(x) f(x) 024 0.3208 118.1563 - 1 392.2698 0.4822 114.83 - 2 630.3988 1.1778 - 43.1208 - 3 593.7878 0.8473 - 4.7343 - 4 588.2006 0.7621 - 0.2346 - 5 587.8928 0.7572 - 0.0008 - 74 mat 31 mat

x.A y.A x.A' y.A' x.B' y.B' x.B y.B 4 2 mat φ.B L 1 el ≡ at x.A y.A A 10 blue 1 5 mat x.B y.B B 10 blue 1 5 mat 3 1 sys l.K 2 ^ x.A' x.B' - ( 2 ^ y.A' y.B' - ( 2 ^ + ( - φ.B x ≡ at L P φ.B0 0 . 20 green 1 5 mat L 1 el 0 + 1 3 mat 4 1 sys

φ.B L 1 el : 588

th 0.5 :

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