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J. Robin, T. Zakaria, P. Neyret

18

equal gaps. All techniques also employ either

dependent or independent bony resections.

More recent technology has aimed to improve

accuracy of TKAby using computer navigation

and patient specific instrumentation (PSI).

With a classical technique of dependent bony

cuts, the tibia is cut first with the femoral cuts

being linked to the tibial cut. This allows for a

balanced bony resection of the posterior femur

to obtain the flexion gap (and rotation) and the

distal femur to obtain the extension gap. The

extension gap can be adjusted to the flexion

gap or vice versa. With independent cuts, the

distal femur, the posterior femur and the tibia

are all cut independently and the soft-tissues

are balanced to further equalize the flexion and

extension gap.

There are benefits and down-sides to all of

these techniques, however, a poignant fact is

that if the majority of TKA balancing is done

early in the procedure, this leaves less to

chance and reduces difficulties in balancing

the soft-tissues after all bony cuts have been

performed. This gives greater control to the

surgeon and reduces the possibility of having

to perform large releases late in the procedure

or to have to use a larger polyethylene spacer

than initially anticipated. Minimalizing the

uncertainty of TKA balancing during the

procedure is the key.

This concept can be explained utilizing the

different balancing techniques of measured

resection compared to the gap balancing

technique.

When the measured resection technique is

performed either using a classical instrumented

technique, via computer navigation, or PSI,

three independent bone cuts

are made based

on a measured resection amount afforded by

the jigs or computer simulated plan. Soft-tissue

balancing is then performed to allow

equalization of the flexion and extension gaps

prior to trialing and implantation of the

components. The flexion and extension gaps

can be checked at the appropriate stages during

the procedure, however, there is no other way

of controlling the balance of the gaps prior to

all bony resections being made. Minor gap

balancing alterations may be achieved with

soft-tissue releases, however, this method

leaves very limited opportunity to correct for

any major balancing issues should they occur

prior to prosthesis implantation.

Alternatively, when the gap balancing method

is used, irrespective of whether the flexion or

extension gap is produced first,

two bone cuts

are made followed by ligament balancing and a

linked or

dependan

t third bone cut to match

the first gap. This allows for ligament balancing

earlier in the procedure, prior to establishing

both the flexion and extension spaces. Linking

the femoral bone cuts after the first gap is

created allows earlier appreciation of the soft-

tissue restraints and reduces the educated

estimation that would otherwise be required to

balance the gaps afterwards. This gap balancing

technique can be performed using classical

instrumented method or with a computer-

navigated version, which can simulate the

balanced gaps.

Computer navigation may be utilized to

perform gap balancing in a third way. This third

technique uses only

one bone cut

prior to

simulated gap balancing. After standard tibial

bone resection, navigation is used to simulate

the flexion and extension gaps prior to making

any femoral bone cuts. The soft-tissues can be

balanced in flexion to obtain the simulated

flexion gap, and then in extension for the

extension gap. Once the soft-tissues have been

balanced and the flexion and extension gaps

equalized on the computer navigation, the

definitive posterior femoral and distal femoral

bone cuts can be executed according to the

planned simulation. This technique gives the

surgeon greater control on balancing the flexion

and extension gaps. After the simulated gaps

have been planned and carried out with the

prior ligament balancing as necessary there

should be little need to perform further

balancing later in the procedure. This theory is

summarized in Figures 1 and 2.