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@@ -2,8 +2,8 @@ name: "build pkg" | |
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on: | ||
push: | ||
branches: | ||
- dev | ||
branches: | ||
- ['tags'] | ||
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jobs: | ||
publish-tauri: | ||
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#set page( | ||
paper: "a4", | ||
margin: (x: 1.8cm, y: 1.5cm), | ||
) | ||
#set text( | ||
font: "New Computer Modern", | ||
size: 16pt | ||
) | ||
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#set par( | ||
justify: true, | ||
leading: 0.52em, | ||
) | ||
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= Introduction | ||
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In this report, we will explore the | ||
various factors that influence fluid | ||
dynamics in glaciers and how they | ||
contribute to the formation and | ||
behaviour of these natural structures. | ||
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+ The climate | ||
- Temperature | ||
- Precipitation | ||
+ The topography | ||
+ The geology | ||
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#image("./app-icon.png") | ||
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The flow rate of a glacier is | ||
defined by the following equation: | ||
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$ Q = rho A v + C $ | ||
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= Introduction | ||
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In this report, we will explore the | ||
various factors that influence fluid | ||
dynamics in glaciers and how they | ||
contribute to the formation and | ||
behaviour of these natural structures. | ||
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= picture | ||
#figure( | ||
image("app-icon.png", width: 70%), | ||
caption: [ | ||
_Glaciers_ form an important part | ||
of the earth's climate system. | ||
], | ||
) | ||
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= Methods | ||
We follow the glacier melting models | ||
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The equation $Q = rho A v + C$ | ||
defines the glacial flow rate. | ||
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Total displaced soil by glacial flow: | ||
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$ 7.32 beta + | ||
sum_(i=0)^nabla | ||
(Q_i (a_i - epsilon)) / 2 $ | ||
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$ v := vec(x_1, x_2, x_3) $ | ||
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#par(justify: true)[ | ||
= Background | ||
In the case of glaciers, fluid | ||
dynamics principles can be used | ||
to understand how the movement | ||
and behaviour of the ice is | ||
influenced by factors such as | ||
temperature, pressure, and the | ||
presence of other fluids (such as | ||
water). | ||
] | ||
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== Background | ||
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#lorem(100) | ||
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= package | ||
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#import "@preview/cetz:0.2.2": canvas, plot | ||
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#let style = (stroke: black, fill: rgb(0, 0, 200, 75)) | ||
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#canvas(length: 1cm, { | ||
plot.plot(size: (8, 6), | ||
x-tick-step: none, | ||
x-ticks: ((-calc.pi, $-pi$), (0, $0$), (calc.pi, $pi$)), | ||
y-tick-step: 1, | ||
{ | ||
plot.add( | ||
style: style, | ||
domain: (-calc.pi, calc.pi), calc.sin) | ||
plot.add( | ||
hypograph: true, | ||
style: style, | ||
domain: (-calc.pi, calc.pi), calc.cos) | ||
plot.add( | ||
hypograph: true, | ||
style: style, | ||
domain: (-calc.pi, calc.pi), x => calc.cos(x + calc.pi)) | ||
}) | ||
}) | ||
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= bib | ||
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#lorem(40) | ||
@smith2020 | ||
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#bibliography("works.bib", full: true) |
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@ARTICLE{smith2020, | ||
author = "John Smith", | ||
title = "A New Algorithm for Sorting Numbers", | ||
journal = "Journal of Algorithms", | ||
year = 2020, | ||
volume = 100, | ||
number = 1, | ||
pages = "1-10", | ||
keywords = {sorting, algorithms, complexity}, | ||
abstract = "This paper presents a new algorithm for sorting numbers. The algorithm is based on the idea of...", | ||
note = "This is a preliminary version of the paper." | ||
} | ||
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@BOOK{jones2019, | ||
author = "Jane Jones", | ||
title = "Introduction to Machine Learning", | ||
publisher = "MIT Press", | ||
year = 2019, | ||
keywords = {machine learning, artificial intelligence, data science}, | ||
abstract = "This book provides an introduction to the field of machine learning.", | ||
note = "" | ||
} |