(PHP 4, PHP 5, PHP 7, PHP 8)
log — 自然对数
$num, float $base = M_E): float
如果指定了可选的参数 base，log()
返回 logbase
num，否则 log()
返回参数 num 的自然对数。
num要计算对数的值
base可选的底数（默认是“e”，也可以说是自然对数）。
以 base 为底
num 的对数，如果未指定
num 则为自然对数。
more general version, works fine on negative, very big ($value > 1E+18) and very small ($value < 1E-18) numbers.
function expn($value, $prec = 3, $base = 1000, $prefix = '') {
$e = array('a', 'f', 'p', 'n', 'u', 'm', '', 'k', 'M', 'G', 'T', 'P', 'E');
$p = min(max(floor(log(abs($value), $base)), -6), 6);
return round((float)$value / pow($base, $p), $prec) . $prefx . $e[$p + 6];
}For those interested. Works with older than 4.3 versions.
<?php
function byteConvert($bytes)
{
$s = array('B', 'Kb', 'MB', 'GB', 'TB', 'PB');
$e = floor(log($bytes)/log(1024));
return sprintf('%.2f '.$s[$e], ($bytes/pow(1024, floor($e))));
}
?>$val = 1000000
$val2 = floor(log($val,10)) gives a value of 5 for $val2 and not 6 as expected.
$val2 = floor(log10($val)) gives the correct value.If you just need to check if N is a perfect power of Base, log() is SLOW compared to a WHILE construct that will be 2x faster!
Tested on range: 1 ... 20.000.000 => while() is 2.105 times faster
<?php
$number='fill in your number here'
$base='fill in requested base here';
//use when the power is needed
$pow=0;do { $number/=$base;$pow++; } while ($number>1);
if ($number==1) print $base.'^'.$pow;
else print 'False';
//use when just a check is needed
do $number/=$base; while ($number>1);
if ($number==1) print 'True';
else print 'False';
?>Seems like unit prefixes should have a standard PHP function. Maybe in the future.
I found this page while looking for a quick unit prefix function. The one by olafurw was voted down, I think because it had unchecked array indexes and /0s. So here it is fixed and readable.
-Should work down to PHP 4.
-Not meant for fractions or negatives, so anything less than 1 returns 0.
-Not very effective on really really large numbers, but it's easy to add more prefixes.
-Doesn't handle non numeric arguments. PHP 7+ can do this: function binaryprefix( int $units, $unit = '' )
// returns reduced $units with a binary prefix
// ex. ( 110974120, 'B' ) == 105.8MiB
// ex. ( 2^100, 'B' ) == 1048576.0YiB
// ex. ( 0.12314, 'B' ) == 0B
function binaryprefix( $units, $unit = '' )
{
$prefix = array('', 'Ki', 'Mi', 'Gi', 'Ti', 'Pi', 'Ei', 'Zi', 'Yi');
$exponent = min( floor( log( max( 1, $units ), 1024 ) ), count( $prefix ) - 1 );
if ( $units < 1024 )
return sprintf( '%d%s%s', max( 1, $units + 1 ) - 1, $prefix[$exponent], $unit );
else
return sprintf( '%.1f%s%s', $units / pow(1024, $exponent), $prefix[$exponent], $unit );
}
https://en.wikipedia.org/wiki/Binary_prefix#Adoption_by_IEC.2C_NIST_and_ISO
Also more colloquially:
$prefix = array('', 'k', 'm', 'g', 't', 'p', 'e', 'z', 'y');In regards to the note about log in base 10 and the round() function. You need to use floor() instead of round() to find out the order of magnitude. That way, you don't have to worry about subtracting 0.5 or whatever.well i been pulling my hair out trying to get log to work with big numbers and i ended up writing a bclog function so to save everyone else the stress here it is
<?php
function bclog($X,$base=10,$decimalplace=12){
$integer_value=0;
while($X < 1){
$integer_value = $integer_value - 1 ;
$X = bcmul($X , base);
}
while($X >= $base){
$integer_value = $integer_value + 1;
$X = bcdiv($X , $base );
}
$decimal_fraction = 0.0;
$partial = 1.0;
# Replace X with X to the 10th power
$X = bcpow($X , 10);
while($decimalplace > 0){
$partial = bcdiv($partial , 10);
$digit=0;
while($X >= $base){
$digit = $digit + 1;
$X = bcdiv($X , $base);
}
$decimal_fraction = bcadd($decimal_fraction , bcmul($digit , $partial));
# Replace X with X to the 10th power
$X = bcpow($X , 10);
$decimalplace = $decimalplace - 1 ;
}
return $integer_value + $decimal_fraction ;
}
?><?php
#--------------------------------------------------------
# How many digits does an integer have?
#--------------------------------------------------------
function digit_count($n, $base=10) {
if($n == 0) return 1;
if($base == 10) {
# using the built-in log10(x)
# might be more accurate than log(x)/log(10).
return 1 + floor(log10(abs($n)));
}else{
# here logB(x) = log(x)/log(B) will have to do.
return 1 + floor(log(abs($n))/ log($base));
}
}
# Example: How many decimal digits for 2 to the power 24?
echo digit_count(pow(2, 24));
# Example: How many bits to write 1 billion in binary, last century?
if($country_code == 'US') echo digit_count(pow(10, 9), 2);
if($country_code == 'UK') echo digit_count(pow(10, 12), 2);
#--------------------------------------------------------
# Using log to format columns.
#--------------------------------------------------------
# Suppose we have a dynamically generated list of integers,
# and want to present them as a table. The use of log10 in
# our digit_count helps calculate the proper format string.
function print_list_of_ints($ints, $line_width=40) {
# Apply our digit_count to the max int among ints.
$field_width = 2 + digit_count(max($ints));
# Create format string for printf.
$format = "%${field_width}d";
$ints_per_line = floor($line_width/$field_width);
$border = str_repeat("-", $ints_per_line * $field_width);
echo "\n$border\n";
foreach($ints as $count => $int) {
if( $count and ($count % $ints_per_line == 0)) echo "\n";
printf($format, $int);
}
echo "\n$border\n";
}
# To generate an example, here is a basic function
# returning a list of (pseudo) random numbers.
function rands($how_many) {
for($i=0; $i < $how_many; $i++) $rands[] = rand();
return $rands;
}
# Example: A list of random ints dynamically formatted into columns.
print_list_of_ints(rands(11));
/* Sample output. Numbers and fonts vary. Visualize monospace!
------------------------------------
1093146637 244503173 1346204527
638304372 140216732 1054707210
573915416 1728677954 2038899669
534854768 12674586
------------------------------------
*/
?>