Component Translated Unfinished Unfinished words Unfinished characters Untranslated Checks Suggestions Comments
Main Apache-2.0 98% 2 13 77 2 0 0 0
Simulator Apache-2.0 0 0 0 0 0 0 0
Gallery Apache-2.0 96% 11 151 909 11 0 0 0
Modules Apache-2.0 0 0 0 0 0 0 0

Overview

Project website phydemo.app/ray-optics
Instructions for translators

Important instructions

  • Please translate the Main and Simulator components first; they are much more important than the Gallery and Modules components.
  • The syntax [Text](/url) is for links. Only the "Text" part should be translated (e.g. becoming [文字](/url)).
  • The syntax `code` and \(LaTeX\) are for code, and should not be translated (e.g. same as English) except for placeholder and natural language subscripts.
  • If you use machine translation, please do the necessary post-editing before saving, or within 48 hours after first saving.
  • If you have a GitHub account, you need to link it to your translator account (or use GitHub-recognized email) in order to appear as contributors on GitHub. Otherwise, your name/id will only appear on the bottom of the About page.

Adding a new language

  • To create a new language, click into the Main component and click "+" in the upper left corner of the list.
  • Due to resource limit, if you want to add a language which is only a small variant of an existing language (e.g. American or British English), or one with little practical use (e.g. Latin), please discuss with the maintainer first.
  • In some situations, there may be no strings in the new component. You may need to wait for a few hours for the strings to be synced.
  • After the strings are synced, please translate at least the first 20 strings in the Main component in the next 48 hours.

Details

The components are

  • Main: The strings for the home page, about page, and all the "Tools" and "View" descriptions. Most of them are shared between the home page and the simulator.

  • Simulator: The strings which are only for the simulator. Not including the content of the "Tools -> Other -> Import Modules" window.

  • Gallery: The strings for the Gallery page and of all the items in the Gallery. This includes the text in the carousel in the home page and the examples in the module tutorial.

  • Modules: The content of the "Tools -> Other -> Import Modules" window, and the module tutorial page.

    The simulator web app will have the language option as long as the translation starts. But other webpages will be built only if the number of translated string reaches some threshold and/or certain strings are translated. After the translation is updated, the repo and thus the website will usually be updated within 3 days.

    Some of the strings are in Markdown format. Do not add additional line breaks unless necessary (they will be shown as line breaks on the webpage). For strings that already contains line breaks but not due to new paragraphs or itemize (especially the ones in the gallery data), please make similar line breaks in the target language such that the total width of the text is as closed to the source language as possible, and the breaking points as semantically reasonable as possible. In this case, the number of lines does not need to match that of the source strings.

    The key of the string provides some information about the context of the string. For example, the ambiguous string "Translation" has the key sceneObjs.Handle.transformations.translation, indicating that it appears in the "Transformations" option of the "Handle" object in the scene, and hence means the geometrical translation, not language translation. Another example is the string "Architecture / Alpine" which seems unrelated to optics. But looking at Its key galleryData.seaMirage.architecturealpine, one can see that it appears in the "Sea Mirage" item in the Gallery, thus can look at it in the Gallery webpage to understand its context.
Project maintainers User avatar ricktu288
Language Polish
Language code pl
Text direction Left to right
Case sensitivity Case-sensitive
Number of speakers 41,461,705
13 hours ago

String statistics

Strings percent Hosted strings Words percent Hosted words Characters percent Hosted characters
Total 778 10,230 62,896
Translated 98% 765 98% 10,066 98% 61,910
Needs editing 0% 0 0% 0 0% 0
Read-only 0% 0 0% 0 0% 0
Failing checks 0% 0 0% 0 0% 0
Strings with suggestions 0% 0 0% 0 0% 0
Untranslated strings 1% 13 1% 164 1% 986
Last 12 months Previous

Activity in last 12 months

0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 0 changes 1,137 changes 0 changes 126 changes
FebMarAprMayJunJulAugSepOctNovDecJan

Quick numbers

10,230
Hosted words
778
Hosted strings
98%
Translated
1
Contributors
and previous 30 days

Trends of last 30 days

+3%
Hosted words
+100%
+3%
Hosted strings
+100%
+5%
Translated
+93%
−100%
Contributors
+100%
User avatar None

Resource updated
The “locales/en/main.json” file was changed. 2 weeks ago
User avatar None

String updated in the repository
Color mixing is inaccurate unless used with "Correct Brightness".
Mieszanie kolorów jest niedokładne, jeśli nie jest stosowane z opcją "Koryguj jasność".
2 weeks ago
User avatar None

String updated in the repository
Import Modules…
Importuj moduły…
2 weeks ago
User avatar None

String added in the repository
A concave diffraction grating whose shape is part of a circle.
 
2 weeks ago
User avatar None

String added in the repository
Concave Grating
 
2 weeks ago
User avatar None

Resource updated
The “locales/pl/gallery.json” file was changed. 3 weeks ago
User avatar None

String updated in the repository
This is a simulation of a Maxwell fish-eye lens, which is a spherical dielectric with refractive index \(n(r) = \frac{n_0}{1+(\frac{r}{R})^2} \), where \(n_0=2\) is the refractive index in the center of the lens, \(R=100\) is the radius of the lens, and \(r\) is the radial distance from the center of the lens.

The top dielectric is composed of \(N=20\) concentric spherical lenses with radius \(R_i=5(N+1-i)\) and refractive index \(n_i = \frac{n_0}{1+(\frac{R_i}{R})^2} \), where \(i=1,\ldots,N\). However, since this simulator calculates the effective refractive index of an optical element by multiplying the element's numerical refractive index with the numerical refractive indices of the optical elements which are embedded within it, the numerical refractive index of the \(i\)th concentric spherical lens is given by \(n_{i}^\text{numerical}=\frac{n_i}{n_{i-1}}\).

The bottom dielectric is a gradient-index material with the refractive index \(n(r)\).
To jest symulacja soczewki typu rybie oko Maxwella, która jest sferycznym dielektrykiem o współczynniku załamania światła \(n(\rho) = \frac{n_0}{1+(\frac{\rho}{R})^2} \), gdzie \(n_0=2\) to współczynnik załamania w środku soczewki soczewki, \(R=100\) to promień soczewki, a \(\rho\) to odległość od środka soczewki.

Górny dielektryk składa się z \(N=20\) koncentrycznych soczewek sferycznych o promieniu \(R_i=5(N+1-i)\) i współczynniku załamania światła \(n_i = \frac{n_0}{1+(\frac{R_i}{R})^2} \), gdzie \(i=1,\ldots,N\). Jednakże, ponieważ ten symulator oblicza efektywny współczynnik załamania światła elementu optycznego poprzez pomnożenie współczynnika załamania elementu przez współczynniki załamania elementów optycznych, które są w nim osadzone, współczynnik załamania \(i\)-tej koncentrycznej soczewki sferycznej jest określony wzorem \(n_{i}^\text{numerical}=\frac{n_i}{n_{i-1}}\).

Dolny dielektryk jest materiałem gradientowym o współczynniku załamania \(n(r)\).
3 weeks ago
User avatar None

String updated in the repository
This is a simulation of a Luneburg lens, which is a spherical dielectric with refractive index \(n(r) = \sqrt{n_0-(\frac{r}{R})^2} \), where \(n_0=2\) is the refractive index in the center of the lens, \(R=100\) is the radius of the lens, and \(r\) is the radial distance from the center of the lens.

The top dielectric is composed of \(N=20\) concentric spherical lenses with radius \(R_i=5(N+1-i)\) and refractive index \(n_i = \sqrt{n_0-(\frac{R_i}{R})^2} \), where \(i=1,\ldots,N\). However, since this simulator calculates the effective refractive index of an optical element by multiplying the element's numerical refractive index with the numerical refractive indices of the optical elements which are embedded within it, the numerical refractive index of the \(i\)th concentric spherical lens is given by \(n_{i}^\text{numerical}=\frac{n_i}{n_{i-1}}\).

The bottom dielectric is a gradient-index material with the refractive index \(n(r)\).
Symulacja soczewki Luneburga, która jest sferycznym dielektrykiem o współczynniku załamania światła \(\rho) = \sqrt{n_0-(\frac{\rho}{R})^2} \), gdzie \(n_0=2\) to współczynnik załamania w środku soczewki soczewki, \(R=100\) to promień soczewki, a \(r\) to odległość od środka soczewki.

Górny dielektryk składa się z \(N=20\) koncentrycznych soczewek sferycznych o promieniu \(R_i=5(N+1-i)\) i współczynniku załamania światła \(n_i = \sqrt{n_0-(\frac{R_i}{R})^2} \), gdzie \(i=1,\ldots,N\). Jednakże, ponieważ ten symulator oblicza efektywny współczynnik załamania światła elementu optycznego poprzez pomnożenie współczynnika załamania elementu przez współczynniki załamania elementów optycznych, które są w nim osadzone, współczynnik załamania \(i\)-tej koncentrycznej soczewki sferycznej jest określony wzorem \(n_{i}^\text{numerical}=\frac{n_i}{n_{i-1}}\).

Dolny dielektryk jest materiałem gradientowym o współczynniku załamania \(n(r)\).
3 weeks ago
User avatar None

String updated in the repository
The refractive index function that supports logarithmic spiral ray paths is of the form \(r(θ) = r_0\,e^{-k\theta}\), where \(r_0,k > 0\) and \(\alpha = \arctan k\) is a constant angle between the two tangents at the intersection point between the concentric logarithmic spiral and circle (as demonstrated in [this](https://en.wikipedia.org/wiki/Logarithmic_spiral#/media/File:Logspiral.gif) animation), is \(n(r)\propto\frac{1}{r} \) (this can be shown by writing the optical path in polar coordinates, and using Fermat's principle).
Funkcja współczynnika załamania światła, która wspiera promienie o torach spirali logarytmicznych o postaci \(r(θ) = r_0\,e^{-k\theta}\), gdzie \(r_0,k > 0\) i \(\alpha = \arctan k\) to stały kąt między dwiema stycznymi w punkcie przecięcia koncentrycznej spirali logarytmicznej z okręgiem (jak pokazuje [ta](https://en.wikipedia.org/wiki/Logarithmic_spiral#/media/File:Logspiral.gif) animacja), to \(n(r) &\prop; to\frac{1}{r}\) (można to wykazać zapisując ścieżkę optyczną we współrzędnych biegunowych i wykorzystując zasadę Fermata).
3 weeks ago
User avatar None

String updated in the repository
This is a qualitative simulation of the inferior mirage effect. The refractive index of the air in this example, is approximated with the function \(n(y)=\sqrt{1 + (\frac{y}{h})^2 }\), where \(h=600\) represents the height of a light emitting/reflecting object above the ground.
Jest to jakościowa symulacja efektu mirażu dolnego. W tym przykładzie współczynnik załamania światła powietrza jest aproksymowany funkcją \(n(y)=\sqrt{1 + (\frac{y}{h})^2 }\), gdzie \(h=600\) reprezentuje wysokość nad ziemią obiektu emitującego/odbijającego światło.
3 weeks ago
Browse all changes for this language