We could make one? - either you, I or someone else can keep updating one of our posts each time anyone suggests new additions?
Start with the basics, I guess. SI base units:
l = length, b = breadth, h = height (metres, m)
m = mass (kilograms, kg)
t = time (seconds, s)
I = electric current (amperes, A)
T = thermodynamic temperature (kelvins, K)
I[size=60]v[/size] = luminous intensity (candelas, cd)
n = amount of substance (moles, mol)
It makes a big difference whether the letter is upper or lower case, and whether we’re talking about what’s been measured or its unit of measurement. The former is what you get in equations. Some famous equations that introduce other well-used abbreviations include:
F=ma, where F = force, m is mass (as above) and a = acceleration. Acceleration is measured in metres per second per second (metres per second squared).
W=Fd, where W = work (or energy, written as E and measured in joules, J), F = force (again), and d = distance. d for distance is confusing, but it’s just the same as length in metres, m.
P=W/t, where P = power, W = work (as before) and t = time, is in the SI base units.
P=IV, another equation about power, but in relation to current (as in SI base units) and V = voltage
V=IR is for voltage, V, in terms of electric current, I, and R = resistance.
For all the above equations, if two letters are together it means one multiplied by the other (e.g. V = IxR). The forward slash, / is obviously “divided by”.
Small v = velocity. This is like speed but it’s a “vector”, which is similar to speed but it’s as though you took the most direct route. For example, if you travelled in a squiggly line, speed would take into account the whole line - whereas velocity would only take into account the direct distance from start to finish.
Speed is “scalar”, and can also be written as v, but also s (not to be confused with the unit of time, seconds, s).
v=λf when we’re talking about waves. v is wave velocity, λ = wavelength (greek “l” for length) and f = frequency (which is measured in Hertz, hz). Hertz in SI base units is 1/s (1 over time, in seconds, s) i.e. “per unit of time”. So all this is obvious when wave velocity (like speed) = wavelength (like distance) per unit of time (Hertz = per second).
There’s a buttload of constants too. Famous ones:
g = earth’s gravity (9.81). This is an “acceleration”, in metres per second squared.
G = universal gravitational constant (6.67428x10 to the -11) N.B. I don’t know how to write Standard Form on this forum. x10 to the -11 just means move the decimal point 11 places to the left → 0.0000000000667428. Yeah, it’s a small constant.
h = plank’s constant. As from earlier, h is also height, so context matters a lot. h=E/f, where E= energy, as before, and f= frequency, as before.
c = speed of light (299,792,458). Pretty much bang on 3x10 to the 8 (Standard form again) and measured in metres per second, obviously.
Big C=πd, where C = circumference, π is 3.14159265 etc. and d is distance again.
Greek is used a lot. It seems weird, since the Greek pronunciation of their own letters is always different to the English. π is like “pie” in English, but is more like “pee” in Greek… amusingly enough. μ is sometimes called “moo” (like a cow) or “mew” (like a cat) in English, but is actually more like “me” in Greek. Alpha is more like Arlpha, Beta is more like Veta, Gamma is more like… oh jeez. Well if you make the “plosive” G sound into a “fricative” - like a cat hiss (lol) but with your vocal chords vibrating (voiced)… as G (voiced) is to K (voiceless)… the K equvalent is much more like the cat hiss, it’s the Greek X, or “chi”… (not like the ch- in church though)…
Anyway. The Greek D, Delta (actually pronounced more like Thelta but not quite like Theta, θ, lol (which is often used to denote angles within a shape)) is used in maths and science - but as a function rather than a unit or measurement. It basically means “change in”. You get it a lot in Energy equations etc. Δ or δ. I forget the difference between upper and lower case but there is one.
A common mathsy Greek letter is the Capital Sigma, Σ, meaning “sum of”.
Phi (Phee in Greek and Phigh in English), ϕ is my favourite - the divine ratio. 1:ϕ is 1:1.61803 etc. This is more maths though - you get it all over nature, it’s the ratio between lengths in your own body etc., e.g. the bones in your fingers.
Back to English, i and e are constants that are used plenty in maths, sometimes science. i is an imaginery number: the square root of minus 1. This doesn’t actually exist, but if you treat it like it does, some pretty useful stuff comes of it. e is Euler’s constant: 2.71828 etc. Something to do with tangent lines on a graph passing through the coordinate x=0, y=1… useful number. I think it’s related to logarithms, or “log” in abbreviated form.
sin, cos and tan are abbreviations for Sine, Cosine and Tangent. This is trigonometry, which literally means “measuring triangles” - more Greek here.
a, b, c etc. are generally used in algebra for constants, and x, y, z in algebra as variables - going in reverse through the English alphabet.
I’ll leave this for now, perhaps some of it might even be new?
Since you mentioned Japanese, I can explain Katakana to you if you like
I’m a complete noob in Hiragana and Kanji though.