File

util/human/units.lua @ 12480:7e9ebdc75ce4

net: isolate LuaSec-specifics For this, various accessor functions are now provided directly on the sockets, which reach down into the LuaSec implementation to obtain the information. While this may seem of little gain at first, it hides the implementation detail of the LuaSec+LuaSocket combination that the actual socket and the TLS layer are separate objects. The net gain here is that an alternative implementation does not have to emulate that specific implementation detail and "only" has to expose LuaSec-compatible data structures on the new functions.
author Jonas Schäfer <jonas@wielicki.name>
date Wed, 27 Apr 2022 17:44:14 +0200
parent 10903:c5f26f9adb31
child 12573:0f4feaf9ca64
line wrap: on
line source

local math_abs = math.abs;
local math_ceil = math.ceil;
local math_floor = math.floor;
local math_log = math.log;
local math_max = math.max;
local math_min = math.min;
local unpack = table.unpack or unpack; --luacheck: ignore 113

if math_log(10, 10) ~= 1 then
	-- Lua 5.1 COMPAT
	local log10 = math.log10;
	function math_log(n, base)
		return log10(n) / log10(base);
	end
end

local large = {
	"k", 1000,
	"M", 1000000,
	"G", 1000000000,
	"T", 1000000000000,
	"P", 1000000000000000,
	"E", 1000000000000000000,
	"Z", 1000000000000000000000,
	"Y", 1000000000000000000000000,
}
local small = {
	"m", 0.001,
	"μ", 0.000001,
	"n", 0.000000001,
	"p", 0.000000000001,
	"f", 0.000000000000001,
	"a", 0.000000000000000001,
	"z", 0.000000000000000000001,
	"y", 0.000000000000000000000001,
}

local binary = {
	"Ki", 2^10,
	"Mi", 2^20,
	"Gi", 2^30,
	"Ti", 2^40,
	"Pi", 2^50,
	"Ei", 2^60,
	"Zi", 2^70,
	"Yi", 2^80,
}

local function adjusted_unit(n, b)
	local round = math_floor;
	local prefixes = large;
	local logbase = 1000;
	if b == 'b' then
		prefixes = binary;
		logbase = 1024;
	elseif n < 1 then
		prefixes = small;
		round = math_ceil;
	end
	local m = math_max(0, math_min(8, round(math_abs(math_log(math_abs(n), logbase)))));
	local prefix, multiplier = unpack(prefixes, m * 2-1, m*2);
	return multiplier or 1, prefix;
end

-- n: number, the number to format
-- unit: string, the base unit
-- b: optional enum 'b', thousands base
local function format(n, unit, b) --> string
	local fmt = "%.3g %s%s";
	if n == 0 then
		return fmt:format(n, "", unit);
	end
	local multiplier, prefix = adjusted_unit(n, b);
	return fmt:format(n / multiplier, prefix or "", unit);
end

return {
	adjust = adjusted_unit;
	format = format;
};