<p> Arrow(SP.x,SP.y,L.v,α) </p>

390c4b4f-f7c6-444c-9f9b-33197b5cb9ba 13 4 5 decimal

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

x y F x 2^x 12 mat ≡

Example: unit work done on this closed path

y x 2^≡ t C t t 2^12 mat ≡ 0 t ≤ 1 ≡ t C t diff 12 t * 12 mat ≡ 14 mat t C F t C * t 2^t 3^12 mat 12 t * 12 mat * ≡ t 2^2 t 4^* + ≡ 21 line

y x ≡ t C t t 12 mat ≡ 1 t ≥ 0 ≡ t C t diff 1112 mat ≡ 14 mat t C F t C * t 2^t 2^12 mat 1112 mat * ≡ 2 t 2^* ≡ 21 line

C1 t 2^2 t 4^* + t 01 int : 0.733

C2 2 t 2^* t 10 int : 0.667 -

1115 /

2 - 3 /

......

.........

115 /

C1 C2 + 0.066667

.................

Symbol from Charmap ∮ C1 C2 + : 0.0667

Symbol from Charmap C1 C2 ∮ t 2^2 t 4^* + t 01 int 2 t 2^* t 10 int + : 0.0667

C t 01 0.01 range : j 1 t rows range c1 j el t j el (2^: c2 j el t j el : 21 line for t c1 augment t c2 augment 21 mat 31 line :

length tip
.....
sharpness H.L 0.125 : H.W 0.035 : 21 sys

Arrow specification

origin_X

origin_Y

SP.x SP.y L.v α Arrow

length

angle °

<p> Arrow(SP.x,SP.y,L.v,α) </p>

Collapse in utilities SP.x SP.y L.v α Arrow 00 L.v 0 L.v H.L - H.W 2 / L.v H.L - H.W 2 / - L.v 052 mat α cos α sin α sin - α cos 22 mat * (SP.x SP.y SP.x SP.y SP.x SP.y SP.x SP.y SP.x SP.y 52 mat + :

slide on path R 0.125 : L 0.05 : 12 mat

Pro 0.5 0.25 R 47 ° * Arrow 0.5 0.5 L 133 - (° * Arrow 21 sys :

C 1 el C 2 el Pro 7 1 sys