mirror of
https://github.com/peter-tanner/Honours_Thesis.git
synced 2024-11-30 14:40:16 +08:00
227 lines
26 KiB
XML
227 lines
26 KiB
XML
<?xml version="1.0" encoding="UTF-8" standalone="no"?>
|
|
<svg
|
|
width="2230"
|
|
height="3327"
|
|
xml:space="preserve"
|
|
overflow="hidden"
|
|
version="1.1"
|
|
id="svg86"
|
|
sodipodi:docname="rocket_graphic.svg"
|
|
inkscape:version="1.1 (c68e22c387, 2021-05-23)"
|
|
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
|
|
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
|
|
xmlns:xlink="http://www.w3.org/1999/xlink"
|
|
xmlns="http://www.w3.org/2000/svg"
|
|
xmlns:svg="http://www.w3.org/2000/svg"><sodipodi:namedview
|
|
id="namedview88"
|
|
pagecolor="#ffffff"
|
|
bordercolor="#666666"
|
|
borderopacity="1.0"
|
|
inkscape:pageshadow="2"
|
|
inkscape:pageopacity="0.0"
|
|
inkscape:pagecheckerboard="0"
|
|
showgrid="false"
|
|
inkscape:zoom="0.24406372"
|
|
inkscape:cx="1046.8578"
|
|
inkscape:cy="1624.5757"
|
|
inkscape:window-width="1920"
|
|
inkscape:window-height="1001"
|
|
inkscape:window-x="-9"
|
|
inkscape:window-y="1341"
|
|
inkscape:window-maximized="1"
|
|
inkscape:current-layer="g84" /><defs
|
|
id="defs12"><image
|
|
width="190"
|
|
height="1101"
|
|
xlink:href="data:image/png;base64,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"
|
|
preserveAspectRatio="none"
|
|
id="img0" /><linearGradient
|
|
x1="467"
|
|
y1="3024"
|
|
x2="467"
|
|
y2="3298"
|
|
gradientUnits="userSpaceOnUse"
|
|
spreadMethod="reflect"
|
|
id="fill1"><stop
|
|
offset="0"
|
|
stop-color="#FFFF00"
|
|
id="stop3" /><stop
|
|
offset="0.62"
|
|
stop-color="#FF0000"
|
|
id="stop5" /><stop
|
|
offset="0.88828"
|
|
stop-color="#7C7D81"
|
|
id="stop7" /><stop
|
|
offset="1"
|
|
stop-color="#7C7D81"
|
|
id="stop9" /></linearGradient></defs><g
|
|
transform="translate(234 21)"
|
|
id="g84"><use
|
|
width="100%"
|
|
height="100%"
|
|
xlink:href="#img0"
|
|
fill="none"
|
|
transform="translate(374 1941)"
|
|
id="use14" /><path
|
|
d="M484.441 2079.18C570.509 724.279 883.135-58.5217 1182.71 330.743 1432.06 654.748 1600.45 1705.87 1590.85 2878.44"
|
|
stroke="#000000"
|
|
stroke-width="6.875"
|
|
stroke-linejoin="round"
|
|
stroke-miterlimit="10"
|
|
fill="none"
|
|
fill-rule="evenodd"
|
|
id="path16" /><text
|
|
font-family="Aptos,Aptos_MSFontService,sans-serif"
|
|
font-weight="700"
|
|
font-size="124"
|
|
transform="matrix(1 0 0 1 542.354 2351)"
|
|
id="text18">Launch</text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
transform="translate(542.354,2500)"
|
|
id="text20">0 to 1.6 seconds</text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
transform="translate(542.354,2648)"
|
|
id="text22">1000 N thrust</text><text
|
|
font-family="Aptos,Aptos_MSFontService,sans-serif"
|
|
font-weight="400"
|
|
font-size="124"
|
|
transform="matrix(1 0 0 1 542.354 2797)"
|
|
id="text24">K1100T motor</text><g
|
|
id="g38"><g
|
|
id="g36"><g
|
|
id="g34"><path
|
|
d="M50.4707 19.2013 160.091 103.217 182.409 23.7959 213.917 104.529 301.219 29.0469 253.957 126.846 328.788 124.22 280.214 185.262 345.198 227.27 267.742 228.583 336.009 310.629 238.204 265.339 227.701 353.293 179.783 282.405 112.829 373.64 119.394 259.432 28.1527 277.811 85.2603 202.985 38.6553 126.846 103.64 139.317 50.4707 19.2013Z"
|
|
fill="#FF0000"
|
|
transform="matrix(1 0 0 1.04687 837 71.0002)"
|
|
id="path26" /><path
|
|
d="M85.4395 63.3589 167.746 126.44 184.502 66.8091 208.159 127.426 273.709 70.7515 238.223 144.182 294.409 142.211 257.938 188.043 306.73 219.583 248.573 220.569 299.83 282.172 226.395 248.167 218.509 314.205 182.531 260.98 132.26 329.483 137.189 243.732 68.6821 257.531 111.561 201.349 76.568 144.182 125.36 153.546 85.4395 63.3589Z"
|
|
fill="#FF8000"
|
|
transform="matrix(1 0 0 1.04687 837 71.0002)"
|
|
id="path28" /><path
|
|
d="M120.66 108.912 173.514 149.421 184.275 111.127 199.467 150.053 241.561 113.659 218.773 160.814 254.853 159.548 231.433 188.98 262.765 209.234 225.419 209.867 258.334 249.427 211.177 227.59 206.113 269.997 183.009 235.818 150.726 279.808 153.891 224.741 109.899 233.603 137.434 197.525 114.963 160.814 146.295 166.827 120.66 108.912Z"
|
|
fill="#FFFF00"
|
|
transform="matrix(1 0 0 1.04687 837 71.0002)"
|
|
id="path30" /><path
|
|
d="M-30.9123 162.805C-30.9123 171.91-38.2937 179.292-47.3989 179.292-56.504 179.292-63.8853 171.91-63.8853 162.805-63.8853 153.7-56.504 146.318-47.3989 146.318-38.2937 146.318-30.9123 153.7-30.9123 162.805Z"
|
|
transform="matrix(1 0 0 1.04687 1069.19 101.204)"
|
|
id="path32" /></g></g></g><g
|
|
id="g52"><g
|
|
id="g50"><g
|
|
id="g48"><path
|
|
d="M50.3392 19.1513 159.674 102.948 181.934 23.7339 213.36 104.257 300.435 28.9712 253.296 126.516 327.932 123.897 279.484 184.78 344.299 226.678 267.045 227.988 335.133 309.82 237.583 264.648 227.108 352.373 179.315 281.669 112.535 372.667 119.083 258.756 28.0794 277.087 85.0382 202.456 38.5546 126.516 103.37 138.954 50.3392 19.1513Z"
|
|
fill="#FF0000"
|
|
transform="matrix(1 0 0 1.04961 1289 1110)"
|
|
id="path40" /><path
|
|
d="M85.2169 63.1939 167.309 126.111 184.022 66.6351 207.617 127.094 272.996 70.5672 237.603 143.806 293.642 141.84 257.266 187.553 305.931 219.012 247.926 219.995 299.049 281.437 225.805 247.521 217.94 313.386 182.056 260.301 131.916 328.625 136.832 243.097 68.5033 256.86 111.27 200.824 76.3686 143.806 125.034 153.146 85.2169 63.1939Z"
|
|
fill="#FF8000"
|
|
transform="matrix(1 0 0 1.04961 1289 1110)"
|
|
id="path42" /><path
|
|
d="M120.345 108.628 173.062 149.032 183.795 110.838 198.947 149.663 240.931 113.363 218.203 160.395 254.19 159.132 230.83 188.488 262.081 208.689 224.832 209.321 257.662 248.777 210.627 226.997 205.576 269.294 182.532 235.204 150.334 279.079 153.49 224.156 109.612 232.994 137.076 197.01 114.663 160.395 145.914 166.392 120.345 108.628Z"
|
|
fill="#FFFF00"
|
|
transform="matrix(1 0 0 1.04961 1289 1110)"
|
|
id="path44" /><path
|
|
d="M-30.8318 162.381C-30.8318 171.463-38.1939 178.825-47.2755 178.825-56.3568 178.825-63.719 171.463-63.719 162.381-63.719 153.299-56.3568 145.937-47.2755 145.937-38.1939 145.937-30.8318 153.299-30.8318 162.381Z"
|
|
transform="matrix(1 0 0 1.04961 1520.58 1140.2)"
|
|
id="path46" /></g></g></g><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="700"
|
|
font-size="124px"
|
|
id="text54"
|
|
x="1332.0823"
|
|
y="139.19458">Pyro 1</text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
id="text56"
|
|
x="1329.0781"
|
|
y="283.09729"><tspan
|
|
sodipodi:role="line"
|
|
id="tspan9545"
|
|
x="1329.0781"
|
|
y="283.09729">Drogue</tspan><tspan
|
|
sodipodi:role="line"
|
|
id="tspan9547"
|
|
x="1329.0781"
|
|
y="438.09729">parachute</tspan><tspan
|
|
sodipodi:role="line"
|
|
x="1329.0781"
|
|
y="593.09729"
|
|
id="tspan9549">11 seconds </tspan></text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="700"
|
|
font-size="124px"
|
|
id="text62"
|
|
x="1628.9681"
|
|
y="1150.9298">Pyro 2</text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
id="text64"
|
|
x="1628.5353"
|
|
y="1287.4434"><tspan
|
|
sodipodi:role="line"
|
|
id="tspan10653"
|
|
x="1628.5353"
|
|
y="1287.4434">Main </tspan><tspan
|
|
sodipodi:role="line"
|
|
id="tspan10655"
|
|
x="1628.5353"
|
|
y="1442.4434">parachute</tspan><tspan
|
|
sodipodi:role="line"
|
|
x="1628.5353"
|
|
y="1597.4434"
|
|
id="tspan10657">20 seconds</tspan></text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="700"
|
|
font-size="124px"
|
|
id="text70"
|
|
x="-19.732979"
|
|
y="1063.681"><tspan
|
|
sodipodi:role="line"
|
|
id="tspan1061"
|
|
x="-19.732979"
|
|
y="1063.681">Upwards</tspan><tspan
|
|
sodipodi:role="line"
|
|
id="tspan1063"
|
|
x="-19.732979"
|
|
y="1218.681">Coast </tspan></text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
id="text74"
|
|
x="-20.81237"
|
|
y="1340.1946"><tspan
|
|
sodipodi:role="line"
|
|
id="tspan2667"
|
|
x="-20.81237"
|
|
y="1340.1946">1.6 to 11</tspan><tspan
|
|
sodipodi:role="line"
|
|
id="tspan2669"
|
|
x="-20.81237"
|
|
y="1495.1946">seconds </tspan></text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
transform="translate(76.5693,1481)"
|
|
id="text76" /><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="700"
|
|
font-size="124px"
|
|
id="text78"
|
|
x="1363.4327"
|
|
y="3048">Landing</text><text
|
|
font-family="Aptos, Aptos_MSFontService, sans-serif"
|
|
font-weight="400"
|
|
font-size="124px"
|
|
id="text80"
|
|
x="1138.9419"
|
|
y="3188.8054">approx. 1 minute</text><path
|
|
d="M392 3298 451.472 3024 482.528 3024 542 3298Z"
|
|
fill="url(#fill1)"
|
|
fill-rule="evenodd"
|
|
id="path82" /></g></svg>
|