Bandwidth units converter. Converts KB/s, Mbps etc. All known units of bandwidth in two different bases: 1000 and 1024.

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Inputs data - value and unit, which we're going to convert#

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Unit
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$1$ (mebi-bits per second) is equal to:#

popular units#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
kibi-bits per second	Show source $\frac{kib}{s}$	kib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-bit per second is equivalent to transfer of one kibi-bit (1024 b) of information within one second. $1\ \frac{kib}{s} = 1024\ \frac{b}{s} = \frac{1024}{8}\ \frac{B}{s} = 128\ \frac{B}{s}$	Show source $...$
mebi-bits per second	Show source $\frac{Mib}{s}$	Mib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-bit per second is equivalent to transfer of one mebi-bit (1024 kib) of information within one second. $1\ \frac{Mib}{s} = 1024\ \frac{kib}{s} = 1024^2\ \frac{b}{s} = \frac{1024^2}{8}\ \frac{B}{s}$	Show source $...$
kibi-bytes per second	Show source $\frac{kiB}{s}$	kiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-byte per second is equivalent to transfer of one kibi-byte (1024 B) of information within one second. $1\ \frac{kiB}{s} = 1024\ \frac{B}{s} = 8 \times 1024\ \frac{b}{s}$	Show source $...$
mebi-bytes per second	Show source $\frac{MiB}{s}$	MiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-byte per second is equivalent to transfer of one mebi-byte (1024 KiB) of information within one second. $1\ \frac{MiB}{s} = \frac{1024\ KiB}{s} = \frac{1024^2\ B}{s} = 8 \times 1024^2\ \frac{b}{s}$	Show source $...$

bits per second (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per second	Show source $\frac{b}{s}$	b/s	Show source $\text{...}$	-	The basic bandwitch unit used in computer science and telecomunication. One bit per second is equivalent to transfer of one bita (1b) of information within one second.	Show source $...$
kibi-bits per second	Show source $\frac{kib}{s}$	kib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-bit per second is equivalent to transfer of one kibi-bit (1024 b) of information within one second. $1\ \frac{kib}{s} = 1024\ \frac{b}{s} = \frac{1024}{8}\ \frac{B}{s} = 128\ \frac{B}{s}$	Show source $...$
mebi-bits per second	Show source $\frac{Mib}{s}$	Mib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-bit per second is equivalent to transfer of one mebi-bit (1024 kib) of information within one second. $1\ \frac{Mib}{s} = 1024\ \frac{kib}{s} = 1024^2\ \frac{b}{s} = \frac{1024^2}{8}\ \frac{B}{s}$	Show source $...$
gibi-bits per second	Show source $\frac{Gib}{s}$	Gib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-bit per second is equivalent to transfer of one gibi-bit (1024 Mib) of information within one second. $1\ \frac{Gib}{s} = \frac{1024\ Mib}{s} = \frac{1024^3\ b}{s} = \frac{1024^3}{8}\ \frac{B}{s}$	Show source $...$
tebi-bits per second	Show source $\frac{Tib}{s}$	Tib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-bit per second is equivalent to transfer of one tebi-bit (1024 Tib) of information within one second. $1\ \frac{Tib}{s} = \frac{1024\ Gib}{s} = \frac{1024^4\ b}{s} = \frac{1024^4}{8}\ \frac{B}{s}$	Show source $...$
pebi-bits per second	Show source $\frac{Pib}{s}$	Pib/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-bit per second is equivalent to transfer of one pebi-bit (1024 Pib) of information within one second. $1\ \frac{Pib}{s} = \frac{1024\ Pib}{s} = \frac{1024^5\ b}{s} = \frac{1024^5}{8}\ \frac{B}{s}$	Show source $...$

bits per minute (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per minute	Show source $\frac{b}{m}$	b/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One bit per minute is equivalent to transfer of one bita (1b) of information within one minute (60 s). $1\ \frac{b}{m} = \frac{1}{60}\ \frac{b}{s} = \frac{1}{60 \times 8}\ \frac{B}{s}$	Show source $...$
kibi-bits per minute	Show source $\frac{kib}{m}$	kib/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-bit per minute is equivalent to transfer of one kibi-bit (1024 b) of information within one minute (60 s). $1\ \frac{kib}{m} = \frac{1024\ b}{60\ s} = \frac{1024}{60 \times 8}\ \frac{B}{s}$	Show source $...$
mebi-bits per minute	Show source $\frac{Mib}{m}$	Mib/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-bit per minute is equivalent to transfer of one mebi-bit (1024 kib) of information within one minute (60 s). $1\ \frac{Mib}{m} = \frac{1024\ kib}{60\ s} = \frac{1024^2}{60}\ \frac{B}{s} = \frac{1024^2}{60 \times 8}\ \frac{B}{s}$	Show source $...$
gibi-bits per minute	Show source $\frac{Gib}{m}$	Gib/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-bit per minute is equivalent to transfer of one gibi-bit (1024 Mib) of information within one minute (60 s). $1\ \frac{Gib}{m} = \frac{1024\ Mib}{60\ s} = \frac{1024^3\ Gib}{60\ s} = \frac{1024^3}{60 \times 8}\ \frac{B}{s}$	Show source $...$
tebi-bits per minute	Show source $\frac{Tib}{m}$	Tib/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-bit per minute is equivalent to transfer of one tebi-bit (1024 Tib) of information within one minute (60 s). $1\ \frac{Tib}{m} = \frac{1024\ Gib}{60\ s} = \frac{1024^4\ b}{60\ s} = \frac{1024^4}{60 \times 8}\ \frac{B}{s}$	Show source $...$
pebi-bits per minute	Show source $\frac{Pib}{m}$	Pib/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-bit per minute is equivalent to transfer of one pebi-bit (1024 Pib) of information within one minute (60 s). $1\ \frac{Pib}{m} = \frac{1024\ Pib}{60\ s} = \frac{1024^5\ b}{60\ s} = \frac{1024^5}{60 \times 8}\ \frac{B}{s}$	Show source $...$

bits per hour (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per hour	Show source $\frac{b}{h}$	b/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One bit per hour is equivalent to transfer of one bita (1b) of information within one hour (60 min.). $1\ \frac{b}{h} = \frac{1}{60}\ \frac{b}{m} = \frac{1}{3600}\ \frac{b}{s} = \frac{1}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
kibi-bits per hour	Show source $\frac{kib}{h}$	kib/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-bit per hour is equivalent to transfer of one kibi-bit (1024 b) of information within one hour (60 min.). $1\ \frac{kib}{h} = \frac{1024\ b}{60\ m} = \frac{1024}{3600}\ \frac{B}{s} = \frac{1024}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
mebi-bits per hour	Show source $\frac{Mib}{h}$	Mib/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-bit per hour is equivalent to transfer of one mebi-bit (1024 kib) of information within one hour (60 min.). $1\ \frac{Mib}{h} = \frac{1024\ kib}{60\ m} = \frac{1024^2}{3600}\ \frac{B}{s} = \frac{1024^2}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
gibi-bits per hour	Show source $\frac{Gib}{h}$	Gib/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-bit per hour is equivalent to transfer of one gibi-bit (1024 Mib) of information within one hour (60 min.). $1\ \frac{Gib}{h} = \frac{1024\ Mib}{60\ m} = \frac{1024^3\ b}{3600\ s} = \frac{1024^3}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
tebi-bits per hour	Show source $\frac{Tib}{h}$	Tib/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-bit per hour is equivalent to transfer of one tebi-bit (1024 Tib) of information within one hour (60 min.). $1\ \frac{Tib}{h} = \frac{1024\ Gib}{60\ m} = \frac{1024^4\ b}{3600\ s} = \frac{1024^4}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
pebi-bits per hour	Show source $\frac{Pib}{h}$	Pib/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-bit per hour is equivalent to transfer of one pebi-bit (1024 Pib) of information within one hour (60 min.). $1\ \frac{Pib}{h} = \frac{1024\ Pib}{60\ m} = \frac{1024^5\ b}{3600\ s} = \frac{1024^5}{3600 \times 8}\ \frac{B}{s}$	Show source $...$

bits per day (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per day	Show source $\frac{b}{d}$	b/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One bit per day is equivalent to transfer of one bita (1b) of information within one day (24 h). $1\ \frac{b}{d} = \frac{1}{24}\ \frac{b}{h} = \frac{1}{24 \times 3600}\ \frac{b}{s} = \frac{1}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
kibi-bits per day	Show source $\frac{kib}{d}$	kib/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-bit per day is equivalent to transfer of one kibi-bit (1024 b) of information within one day (24 h). $1\ \frac{kib}{d} = \frac{1024\ b}{24\ h} = \frac{1024}{24 \times 3600}\ \frac{B}{s} = \frac{1024}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
mebi-bits per day	Show source $\frac{Mib}{d}$	Mib/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-bit per day is equivalent to transfer of one mebi-bit (1024 kib) of information within one day (24 h). $1\ \frac{Mib}{d} = \frac{1024\ kib}{24\ h} = \frac{1024^2}{24 \times 3600}\ \frac{B}{s} = \frac{1024^2}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
gibi-bits per day	Show source $\frac{Gib}{d}$	Gib/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-bit per day is equivalent to transfer of one gibi-bit (1024 Mib) of information within one day (24 h). $1\ \frac{Gib}{d} = \frac{1024\ Mib}{24\ h} = \frac{1024^3\ Gib}{24 \times 3600\ s} = \frac{1024^3}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
tebi-bits per day	Show source $\frac{Tib}{d}$	Tib/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-bit per day is equivalent to transfer of one tebi-bit (1024 Tib) of information within one day (24 h). $1\ \frac{Tib}{d} = \frac{1024\ Gib}{24\ h} = \frac{1024^4\ b}{24 \times 3600\ s} = \frac{1024^4}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
pebi-bits per day	Show source $\frac{Pib}{d}$	Pib/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-bit per day is equivalent to transfer of one pebi-bit (1024 Pib) of information within one day (24 h). $1\ \frac{Pib}{d} = \frac{1024\ Pib}{24\ h} = \frac{1024^5\ b}{24 \times 3600\ s} = \frac{1024^5}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$

bytes per second (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per second	Show source $\frac{B}{s}$	B/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One byte per second is equivalent to transfer of one byte (1B) of information within one second.	Show source $...$
kibi-bytes per second	Show source $\frac{kiB}{s}$	kiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-byte per second is equivalent to transfer of one kibi-byte (1024 B) of information within one second. $1\ \frac{kiB}{s} = 1024\ \frac{B}{s} = 8 \times 1024\ \frac{b}{s}$	Show source $...$
mebi-bytes per second	Show source $\frac{MiB}{s}$	MiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-byte per second is equivalent to transfer of one mebi-byte (1024 KiB) of information within one second. $1\ \frac{MiB}{s} = \frac{1024\ KiB}{s} = \frac{1024^2\ B}{s} = 8 \times 1024^2\ \frac{b}{s}$	Show source $...$
gibi-bytes per second	Show source $\frac{GiB}{s}$	GiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-byte per second is equivalent to transfer of one gibi-byte (1024 MiB) of information within one second. $1\ \frac{GiB}{s} = \frac{1024\ MiB}{s} = \frac{1024^3\ B}{s} = 8 \times 1024^3 \frac{b}{s}$	Show source $...$
tebi-bytes per second	Show source $\frac{TiB}{s}$	TiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-byte per second is equivalent to transfer of one tebi-byte (1024 TiB) of information within one second. $1\ \frac{TiB}{s} = \frac{1024\ GiB}{s} = \frac{1024^4\ B}{s} = 8 \times 1024^4 \frac{b}{s}$	Show source $...$
pebi-bytes per second	Show source $\frac{PiB}{s}$	PiB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-byte per second is equivalent to transfer of one pebi-byte (1024 PiB) of information within one second. $1\ \frac{PiB}{s} = \frac{1024\ PiB}{s} = \frac{1024^5\ B}{s} = 8 \times 1024^5 \frac{b}{s}$	Show source $...$

bytes per minute (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per minute	Show source $\frac{B}{m}$	B/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One byte per minute is equivalent to transfer of one byte (1B) of information within one minute (60 s). $1\ \frac{B}{m} = \frac{1}{60}\ \frac{B}{s} = \frac{8}{60}\ \frac{b}{s}$	Show source $...$
kibi-bytes per minute	Show source $\frac{kiB}{m}$	kiB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-byte per minute is equivalent to transfer of one kibi-byte (1024 B) of information within one minute (60 s). $1\ \frac{kiB}{m} = \frac{1024\ B}{60\ s} = \frac{8 \times 1024}{60}\ \frac{B}{s}$	Show source $...$
mebi-bytes per minute	Show source $\frac{MiB}{m}$	MiB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-byte per minute is equivalent to transfer of one mebi-byte (1024 kiB) of information within one minute (60 s). $1\ \frac{MiB}{m} = \frac{1024\ kiB}{60\ s} = \frac{1024^2}{60}\ \frac{B}{s} = \frac{8 \times 1024^2}{60}\ \frac{B}{s}$	Show source $...$
gibi-bytes per minute	Show source $\frac{GiB}{m}$	GiB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-byte per minute is equivalent to transfer of one gibi-byte (1024 MiB) of information within one minute (60 s). $1\ \frac{GiB}{m} = \frac{1024\ MiB}{60\ s} = \frac{1024^3\ B}{60\ s} = \frac{8 \times 1024^3}{60}\ \frac{B}{s}$	Show source $...$
tebi-bytes per minute	Show source $\frac{TiB}{m}$	TiB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-byte per minute is equivalent to transfer of one tebi-byte (1024 TiB) of information within one minute (60 s). $1\ \frac{TiB}{m} = \frac{1024\ GiB}{60\ s} = \frac{1024^4\ B}{60\ s} = \frac{8 \times 1024^4}{60}\ \frac{B}{s}$	Show source $...$
pebi-bytes per minute	Show source $\frac{PiB}{m}$	PiB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-byte per minute is equivalent to transfer of one pebi-byte (1024 PiB) of information within one minute (60 s). $1\ \frac{PiB}{m} = \frac{1024\ PiB}{60\ s} = \frac{1024^5\ B}{60\ s} = \frac{8 \times 1024^5}{60}\ \frac{B}{s}$	Show source $...$

bytes per hour (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per hour	Show source $\frac{B}{h}$	B/h	Show source $\text{...}$	-	Derived bandwitch.. One byte per hour is equivalent to transfer of one byte (1B) of information within one hour (60 min.). $1\ \frac{B}{h} = \frac{1}{60}\ \frac{B}{m} = \frac{1}{3600}\ \frac{B}{s} = \frac{8}{3600}\ \frac{b}{s}$	Show source $...$
kibi-bytes per hour	Show source $\frac{kiB}{h}$	kiB/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-byte per hour is equivalent to transfer of one kibi-byte (1024 B) of information within one hour (60 min.). $1\ \frac{kiB}{h} = \frac{1024\ B}{60\ m} = \frac{1024}{3600}\ \frac{B}{s} = \frac{8 \times 1024}{3600}\ \frac{B}{s}$	Show source $...$
mebi-bytes per hour	Show source $\frac{MiB}{h}$	MiB/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-byte per hour is equivalent to transfer of one mebi-byte (1024 kiB) of information within one hour (60 min.). $1\ \frac{MiB}{h} = \frac{1024\ kiB}{60\ m} = \frac{1024^2}{3600}\ \frac{B}{s} = \frac{8 \times 1024^2}{3600}\ \frac{B}{s}$	Show source $...$
gibi-bytes per hour	Show source $\frac{GiB}{h}$	GiB/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-byte per hour is equivalent to transfer of one gibi-byte (1024 MiB) of information within one hour (60 min.). $1\ \frac{GiB}{h} = \frac{1024\ MiB}{60\ m} = \frac{1024^3\ B}{3600\ s} = \frac{8 \times 1024^3}{3600}\ \frac{B}{s}$	Show source $...$
tebi-bytes per hour	Show source $\frac{TiB}{h}$	TiB/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-byte per hour is equivalent to transfer of one tebi-byte (1024 TiB) of information within one hour (60 min.). $1\ \frac{TiB}{h} = \frac{1024\ GiB}{60\ m} = \frac{1024^4\ B}{3600\ s} = \frac{8 \times 1024^4}{3600}\ \frac{B}{s}$	Show source $...$
pebi-bytes per hour	Show source $\frac{PiB}{h}$	PiB/h	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-byte per hour is equivalent to transfer of one pebi-byte (1024 PiB) of information within one hour (60 min.). $1\ \frac{PiB}{h} = \frac{1024\ PiB}{60\ m} = \frac{1024^5\ B}{3600\ s} = \frac{8 \times 1024^5}{3600}\ \frac{B}{s}$	Show source $...$

bytes per day (base 1024)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per day	Show source $\frac{B}{d}$	B/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One byte per day is equivalent to transfer of one byte (1B) of information within one day (24 h). $1\ \frac{B}{d} = \frac{1}{24}\ \frac{B}{h} = \frac{1}{24 \times 3600}\ \frac{B}{s} = \frac{8}{24 \times 3600}\ \frac{b}{s}$	Show source $...$
kibi-bytes per day	Show source $\frac{kiB}{d}$	kiB/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One kibi-byte per day is equivalent to transfer of one kibi-byte (1024 B) of information within one day (24 h). $1\ \frac{kiB}{d} = \frac{1024\ B}{24\ h} = \frac{1024}{24 \times 3600}\ \frac{B}{s} = \frac{8 \times 1024}{24 \times 3600}\ \frac{B}{s}$	Show source $...$
mebi-bytes per day	Show source $\frac{MiB}{d}$	MiB/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One mebi-byte per day is equivalent to transfer of one mebi-byte (1024 kiB) of information within one day (24 h). $1\ \frac{MiB}{d} = \frac{1024\ kiB}{24\ h} = \frac{1024^2}{24 \times 3600}\ \frac{B}{s} = \frac{8 \times 1024^2}{24 \times 3600}\ \frac{B}{s}$	Show source $...$
gibi-bytes per day	Show source $\frac{GiB}{d}$	GiB/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One gibi-byte per day is equivalent to transfer of one gibi-byte (1024 MiB) of information within one day (24 h). $1\ \frac{GiB}{d} = \frac{1024\ MiB}{24\ h} = \frac{1024^3\ B}{24 \times 3600\ s} = \frac{8 \times 1024^3}{24 \times 3600}\ \frac{B}{s}$	Show source $...$
tebi-bytes per day	Show source $\frac{TiB}{d}$	TiB/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One tebi-byte per day is equivalent to transfer of one tebi-byte (1024 TiB) of information within one day (24 h). $1\ \frac{TiB}{d} = \frac{1024\ GiB}{24\ h} = \frac{1024^4\ B}{24 \times 3600\ s} = \frac{8 \times 1024^4}{24 \times 3600}\ \frac{B}{s}$	Show source $...$
pebi-bytes per day	Show source $\frac{PiB}{d}$	PiB/d	Show source $\text{...}$	-	Derived bandwitch unit with 1024 base. One pebi-byte per day is equivalent to transfer of one pebi-byte (1024 PiB) of information within one day (24 h). $1\ \frac{PiB}{d} = \frac{1024\ PiB}{24\ h} = \frac{1024^5\ B}{24 \times 3600\ s} = \frac{8 \times 1024^5}{24 \times 3600}\ \frac{B}{s}$	Show source $...$

bits per second (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per second	Show source $\frac{b}{s}$	b/s	Show source $\text{...}$	-	The basic bandwitch unit used in computer science and telecomunication. One bit per second is equivalent to transfer of one bita (1b) of information within one second.	Show source $...$
kilo-bits per second	Show source $\frac{kb}{s}$	kb/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-bit per second is equivalent to transfer of one kilo-bit (1000 b) of information within one second. $1\ \frac{kib}{s} = 1000\ \frac{b}{s} = \frac{1000}{8}\ \frac{B}{s} = 128\ \frac{B}{s}$	Show source $...$
mega-bits per second	Show source $\frac{Mb}{s}$	Mb/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One mega-bit per second is equivalent to transfer of one mega-bit (1000 kib) of information within one second. $1\ \frac{Mib}{s} = 1000\ \frac{kib}{s} = 1000^2\ \frac{b}{s} = \frac{1000^2}{8}\ \frac{B}{s}$	Show source $...$
giga-bits per second	Show source $\frac{Gb}{s}$	Gb/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One giga-bit per second is equivalent to transfer of one giga-bit (1000 Mib) of information within one second. $1\ \frac{Gib}{s} = \frac{1000\ Mib}{s} = \frac{1000^3\ b}{s} = \frac{1000^3}{8}\ \frac{B}{s}$	Show source $...$
tera-bits per second	Show source $\frac{Tb}{s}$	Tb/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One tera-bit per second is equivalent to transfer of one tera-bit (1000 Tib) of information within one second. $1\ \frac{Tib}{s} = \frac{1000\ Gib}{s} = \frac{1000^4\ b}{s} = \frac{1000^4}{8}\ \frac{B}{s}$	Show source $...$
peta-bits per second	Show source $\frac{Pb}{s}$	Pb/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One peta-bit per second is equivalent to transfer of one peta-bit (1000 Pib) of information within one second. $1\ \frac{Pib}{s} = \frac{1000\ Pib}{s} = \frac{1000^5\ b}{s} = \frac{1000^5}{8}\ \frac{B}{s}$	Show source $...$

bits per minute (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per minute	Show source $\frac{b}{m}$	b/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One bit per minute is equivalent to transfer of one bita (1b) of information within one minute (60 s). $1\ \frac{b}{m} = \frac{1}{60}\ \frac{b}{s} = \frac{1}{60 \times 8}\ \frac{B}{s}$	Show source $...$
kilo-bits per minute	Show source $\frac{kb}{m}$	kb/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-bit per minute is equivalent to transfer of one kilo-bit (1000 b) of information within one minute (60 s). $1\ \frac{kib}{m} = \frac{1000\ b}{60\ s} = \frac{1000}{60 \times 8}\ \frac{B}{s}$	Show source $...$
mega-bits per minute	Show source $\frac{Mb}{m}$	Mb/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One mega-bit per minute is equivalent to transfer of one mega-bit (1000 kib) of information within one minute (60 s). $1\ \frac{Mib}{m} = \frac{1000\ kib}{60\ s} = \frac{1000^2}{60}\ \frac{B}{s} = \frac{1000^2}{60 \times 8}\ \frac{B}{s}$	Show source $...$
giga-bits per minute	Show source $\frac{Gb}{m}$	Gb/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One giga-bit per minute is equivalent to transfer of one giga-bit (1000 Mib) of information within one minute (60 s). $1\ \frac{Gib}{m} = \frac{1000\ Mib}{60\ s} = \frac{1000^3\ Gib}{60\ s} = \frac{1000^3}{60 \times 8}\ \frac{B}{s}$	Show source $...$
tera-bits per minute	Show source $\frac{Tb}{m}$	Tb/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One tera-bit per minute is equivalent to transfer of one tera-bit (1000 Tib) of information within one minute (60 s). $1\ \frac{Tib}{m} = \frac{1000\ Gib}{60\ s} = \frac{1000^4\ b}{60\ s} = \frac{1000^4}{60 \times 8}\ \frac{B}{s}$	Show source $...$
peta-bits per minute	Show source $\frac{Pb}{m}$	Pb/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One peta-bit per minute is equivalent to transfer of one peta-bit (1000 Pib) of information within one minute (60 s). $1\ \frac{Pib}{m} = \frac{1000\ Pib}{60\ s} = \frac{1000^5\ b}{60\ s} = \frac{1000^5}{60 \times 8}\ \frac{B}{s}$	Show source $...$

bits per hour (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per hour	Show source $\frac{b}{h}$	b/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One bit per hour is equivalent to transfer of one bita (1b) of information within one hour (60 min.). $1\ \frac{b}{h} = \frac{1}{60}\ \frac{b}{m} = \frac{1}{3600}\ \frac{b}{s} = \frac{1}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
kilo-bits per hour	Show source $\frac{kb}{h}$	kb/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-bit per hour is equivalent to transfer of one kilo-bit (1000 b) of information within one hour (60 min.). $1\ \frac{kib}{h} = \frac{1000\ b}{60\ m} = \frac{1000}{3600}\ \frac{B}{s} = \frac{1000}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
mega-bits per hour	Show source $\frac{Mb}{h}$	Mb/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One mega-bit per hour is equivalent to transfer of one mega-bit (1000 kib) of information within one hour (60 min.). $1\ \frac{Mib}{h} = \frac{1000\ kib}{60\ m} = \frac{1000^2}{3600}\ \frac{B}{s} = \frac{1000^2}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
giga-bits per hour	Show source $\frac{Gb}{h}$	Gb/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One giga-bit per hour is equivalent to transfer of one giga-bit (1000 Mib) of information within one hour (60 min.). $1\ \frac{Gib}{h} = \frac{1000\ Mib}{60\ m} = \frac{1000^3\ b}{3600\ s} = \frac{1000^3}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
tera-bits per hour	Show source $\frac{Tb}{h}$	Tb/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One tera-bit per hour is equivalent to transfer of one tera-bit (1000 Tib) of information within one hour (60 min.). $1\ \frac{Tib}{h} = \frac{1000\ Gib}{60\ m} = \frac{1000^4\ b}{3600\ s} = \frac{1000^4}{3600 \times 8}\ \frac{B}{s}$	Show source $...$
peta-bits per hour	Show source $\frac{Pb}{h}$	Pb/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One peta-bit per hour is equivalent to transfer of one peta-bit (1000 Pib) of information within one hour (60 min.). $1\ \frac{Pib}{h} = \frac{1000\ Pib}{60\ m} = \frac{1000^5\ b}{3600\ s} = \frac{1000^5}{3600 \times 8}\ \frac{B}{s}$	Show source $...$

bits per day (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bits per day	Show source $\frac{b}{d}$	b/d	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One bit per day is equivalent to transfer of one bita (1b) of information within one day (24 h). $1\ \frac{b}{d} = \frac{1}{24}\ \frac{b}{h} = \frac{1}{24 \times 3600}\ \frac{b}{s} = \frac{1}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
kilo-bits per day	Show source $\frac{kb}{d}$	kb/d	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-bit per day is equivalent to transfer of one kilo-bit (1000 b) of information within one day (24 h). $1\ \frac{kib}{d} = \frac{1000\ b}{24\ h} = \frac{1000}{24 \times 3600}\ \frac{B}{s} = \frac{1000}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
mega-bits per day	Show source $\frac{Mb}{d}$	Mb/d	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One mega-bit per day is equivalent to transfer of one mega-bit (1000 kib) of information within one day (24 h). $1\ \frac{Mib}{d} = \frac{1000\ kib}{24\ h} = \frac{1000^2}{24 \times 3600}\ \frac{B}{s} = \frac{1000^2}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
giga-bits per day	Show source $\frac{Gb}{d}$	Gb/d	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One giga-bit per day is equivalent to transfer of one giga-bit (1000 Mib) of information within one day (24 h). $1\ \frac{Gib}{d} = \frac{1000\ Mib}{24\ h} = \frac{1000^3\ Gib}{24 \times 3600\ s} = \frac{1000^3}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
tera-bits per day	Show source $\frac{Tb}{d}$	Tb/d	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One tera-bit per day is equivalent to transfer of one tera-bit (1000 Tib) of information within one day (24 h). $1\ \frac{Tib}{d} = \frac{1000\ Gib}{24\ h} = \frac{1000^4\ b}{24 \times 3600\ s} = \frac{1000^4}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$
peta-bits per day	Show source $\frac{Pb}{d}$	Pb/d	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One peta-bit per day is equivalent to transfer of one peta-bit (1000 Pib) of information within one day (24 h). $1\ \frac{Pib}{d} = \frac{1000\ Pib}{24\ h} = \frac{1000^5\ b}{24 \times 3600\ s} = \frac{1000^5}{24 \times 3600 \times 8}\ \frac{B}{s}$	Show source $...$

bytes per second (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per second	Show source $\frac{B}{s}$	B/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One byte per second is equivalent to transfer of one byte (1B) of information within one second.	Show source $...$
kilo-bytes per second	Show source $\frac{kB}{s}$	kB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-byte per second is equivalent to transfer of one kilo-byte (1000 B) of information within one second. $1\ \frac{kiB}{s} = 1000\ \frac{B}{s} = 8 \times 1000\ \frac{b}{s}$	Show source $...$
mega-bytes per second	Show source $\frac{MB}{s}$	MB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One mega-byte per second is equivalent to transfer of one mega-byte (1000 KiB) of information within one second. $1\ \frac{MiB}{s} = \frac{1000\ KiB}{s} = \frac{1000^2\ B}{s} = 8 \times 1000^2\ \frac{b}{s}$	Show source $...$
giga-bytes per second	Show source $\frac{GB}{s}$	GB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One giga-byte per second is equivalent to transfer of one giga-byte (1000 MiB) of information within one second. $1\ \frac{GiB}{s} = \frac{1000\ MiB}{s} = \frac{1000^3\ B}{s} = 8 \times 1000^3 \frac{b}{s}$	Show source $...$
tera-bytes per second	Show source $\frac{TB}{s}$	TB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One tera-byte per second is equivalent to transfer of one tera-byte (1000 TiB) of information within one second. $1\ \frac{TiB}{s} = \frac{1000\ GiB}{s} = \frac{1000^4\ B}{s} = 8 \times 1000^4 \frac{b}{s}$	Show source $...$
peta-bytes per second	Show source $\frac{PB}{s}$	PB/s	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One peta-byte per second is equivalent to transfer of one peta-byte (1000 PiB) of information within one second. $1\ \frac{PiB}{s} = \frac{1000\ PiB}{s} = \frac{1000^5\ B}{s} = 8 \times 1000^5 \frac{b}{s}$	Show source $...$

bytes per minute (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per minute	Show source $\frac{B}{m}$	B/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One byte per minute is equivalent to transfer of one byte (1B) of information within one minute (60 s). $1\ \frac{B}{m} = \frac{1}{60}\ \frac{B}{s} = \frac{8}{60}\ \frac{b}{s}$	Show source $...$
kilo-bytes per minute	Show source $\frac{kB}{m}$	kB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-byte per minute is equivalent to transfer of one kilo-byte (1000 B) of information within one minute (60 s). $1\ \frac{kiB}{m} = \frac{1000\ B}{60\ s} = \frac{8 \times 1000}{60}\ \frac{B}{s}$	Show source $...$
mega-bytes per minute	Show source $\frac{MB}{m}$	MB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One mega-byte per minute is equivalent to transfer of one mega-byte (1000 kiB) of information within one minute (60 s). $1\ \frac{MiB}{m} = \frac{1000\ kiB}{60\ s} = \frac{1000^2}{60}\ \frac{B}{s} = \frac{8 \times 1000^2}{60}\ \frac{B}{s}$	Show source $...$
giga-bytes per minute	Show source $\frac{GB}{m}$	GB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One giga-byte per minute is equivalent to transfer of one giga-byte (1000 MiB) of information within one minute (60 s). $1\ \frac{GiB}{m} = \frac{1000\ MiB}{60\ s} = \frac{1000^3\ B}{60\ s} = \frac{8 \times 1000^3}{60}\ \frac{B}{s}$	Show source $...$
tera-bytes per minute	Show source $\frac{TB}{m}$	TB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One tera-byte per minute is equivalent to transfer of one tera-byte (1000 TiB) of information within one minute (60 s). $1\ \frac{TiB}{m} = \frac{1000\ GiB}{60\ s} = \frac{1000^4\ B}{60\ s} = \frac{8 \times 1000^4}{60}\ \frac{B}{s}$	Show source $...$
peta-bytes per minute	Show source $\frac{PB}{m}$	PB/m	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One peta-byte per minute is equivalent to transfer of one peta-byte (1000 PiB) of information within one minute (60 s). $1\ \frac{PiB}{m} = \frac{1000\ PiB}{60\ s} = \frac{1000^5\ B}{60\ s} = \frac{8 \times 1000^5}{60}\ \frac{B}{s}$	Show source $...$

bytes per hour (base 1000)#

Unit	Symbol	Symbol (plain text)	Value as symbolic	Value as numeric	Notes	Unit conversion formula
bytes per hour	Show source $\frac{B}{h}$	B/h	Show source $\text{...}$	-	Derived bandwitch.. One byte per hour is equivalent to transfer of one byte (1B) of information within one hour (60 min.). $1\ \frac{B}{h} = \frac{1}{60}\ \frac{B}{m} = \frac{1}{3600}\ \frac{B}{s} = \frac{8}{3600}\ \frac{b}{s}$	Show source $...$
kilo-bytes per hour	Show source $\frac{kB}{h}$	kB/h	Show source $\text{...}$	-	Derived bandwitch unit with 1000 base. One kilo-byte per hour is equivalent to transfer of one kilo-byte (1000 B) of information within one hour (60 min.). $1 \frac{k i B}{h} = \frac{1000 B}{60 m} = \frac{1000}{3600} \frac{B}{s} =$