they could have somehow seen exactly
what was happening in their test tubes,
Michaelis and Menten would have seen
the enzyme embrace a sugar molecule
(fitting part of it neatly into a cleft) and
then breaking it in two. The resulting
simple sugars, fructose and glucose, go
on to become energy sources for the cell,
and the enzyme sits and waits for a new
sucrose molecule to come around.
Michaelis and Menten found that the
time it takes to transform a spoonful of
sucrose to glucose and fructose depends
on how much sucrose there was to begin
with. The more sucrose, they showed, the
faster the reaction — up to a point. After
that, the reaction went at a steady pace.
Biologists explained this phenomenon
by picturing enzymes and their partners
fitting together like a lock and key. Each
type of enzyme generally works with
only one type of partner, and the two
shape themselves to fit together perfectly. But each enzyme can couple with
only one partner at a time. When all the
enzymes are busy, new partners have to
wait for an enzyme to free up.
Researchers were more or less satisfied with that picture for the next
85 years, and plugged in the Michaelis-Menten formula to determine reaction
rates in cells. As far as most lab experiments went, it worked.
Vmax
Reaction speed vs. substrate level
Sweet biochemistry Leonor michaelis and maud menten’s classic work on the speed of
enzymatic reactions was based on studies of the conversion of table sugar, or sucrose, into two
simpler sugars, glucose and fructose, by the invertase enzyme (left). michaelis and menten found
that the reaction rate rises with the concentration of sucrose before leveling off at a maximum,
shown in graph (right). these studies led to their long-used equation for determining reaction rates.
HO
O CH2
HO
CH2
OH
HO H2O +
CH2
HO
Reaction velocity (V )
Vmax
2
CH2
O
HO
OH
OH
OH
Fructose
O CH2
HO
OH
CH2
OH
OH
+
But in 1998, Sunney Xie, now of Harvard University, and colleagues used a
fluorescent marker to watch a single molecule of the enzyme cholesterol oxidase
as it met and morphed its partners one
at a time. The researchers noticed something strange: The enzyme didn’t always
work at the same speed.
“If you had simple
chemical reactions,
you’d expect these times
[between one reaction
and the next] to be con-
stant,” Blank says of Xie’s
work. “These times are
not constant.”
The speeds didn’t
vary randomly, either.
The enzyme seemed to work quickly for
several partner molecules in a row, slow
down for the next several molecules,
then speed up again. If one reaction took
a particularly short time, the next one
was more likely to go quickly as well, as
if the enzyme could remember how long
it spent on the last reaction it performed.
In 1998 in Science, Xie proposed that
the enzyme was flip-flopping between
many different shapes, each of which did
the same job at a different speed.
“For many years we just thought that
the substrate fits in the enzyme with this
lock-and-key mechanism. That’s what
we all learned at school,” Blank says. “It’s
basically not true.”
The leading hypothesis posits that
one shape fits best with the partner mol-
ecule and so works more efficiently, but
takes more energy to maintain, Blank
says. Other shapes may not work as well,
“The enzyme molecule, like us, works
hard for a while and then slows down,”
Xie says.
Microscopes still aren’t sensitive
enough to take snapshots of these shape-shifting enzymes in action, but a decade
of research backs up Xie’s idea. In one
particularly illustrative case, Blank and
her colleagues recently found that when
they tug on part of the enzyme CalB using
an atomic force microscope, the enzyme
works faster. Pulling the enzyme may
open it up, like pulling on a tab in a pop-up
book, changing the enzyme’s shape and
ability to catalyze reactions.
The ease with which the body absorbs
medication and digests food may depend
on how much time an enzyme spends in
each shape. Blank suggests that shape-shifting enzymes could even drive
evolution, if a genetic mutation were
to enable a helpful enzyme to stay in a
more efficient shape for a longer time.
These shifting reaction rates should
shift the outcome of the Michaelis-Menten equation, too. Initially, the scientific
community reacted with confusion: If
Michaelis-Menten was wrong, why had
all the experiments so far worked?
“ When Sunney began these researches
in the late ’90s, people said, ‘Gee, if you
have these fluctuating rates, how come
we almost always see Michaelis-Menten
“We just thought
that the substrate
fits in the
enzyme with this
lock-and-key
mechanism.... It’s
basically not true.”
KERS TIN BLANK
Michaelis-Menten
equation
V =
Vmax[S]
Km + [S]
Km = Michaelis-Menten constant
Substrate concentration, [S] (moles per liter)
2468 0Km
source: encycLopAEdIA brItAnnIcA, Inc.