Principles of Deformity Correction


Lower Limb Alignment and Joint Orientation

Bones, joints, and bone and joint segments can be two-dimensionally characterized using axis lines. A mechanical axis line connects the center of a proximal joint to the center of a distal joint ( Fig. 70.1 ). An anatomic axis line is the middiaphyseal line (see Fig. 70.1 ). Whereas the anatomic axis is used in the frontal and sagittal planes, the mechanical axis is used only in the frontal plane. The orientation of each joint can be measured between frontal- and sagittal-plane joint orientation lines and the mechanical and anatomic axes ( Fig. 70.2 ). The mechanical and anatomic axes of the tibia are parallel to each other (see Fig. 70.1A ). The tibial anatomic axis is normally a few millimeters medial to the tibial mechanical axis. In the femur, the mechanical and anatomic axes are convergent with each other (see Fig. 70.1B ).

Fig. 70.1, (A) The tibial mechanical and anatomic axes are parallel but not the same. The anatomic axis is slightly medial to the mechanical axis. The mechanical axis of the tibia is actually slightly lateral to the midline of the tibial shaft. Conversely, the anatomic axis does not pass through the center of the knee joint. It intersects the knee joint line at the medial tibial spine. (B) The femoral mechanical and anatomic axes are not parallel. The femoral anatomic axis intersects the knee joint line generally 1 cm medial to the knee joint center in the vicinity of the medial tibial spine. When extended proximally, it usually passes through the piriformis fossa just medial to the greater trochanter medial cortex. The angle between the femoral mechanical and anatomic axes is 7 ± 2 degrees. AMA, Anatomic-mechanical angle.

Fig. 70.2, Lower extremity axes. (A) Frontal-plane joint orientation angle nomenclature and normal values relative to the mechanical axis. (B) Frontal-plane joint orientation angle nomenclature and normal values relative to the anatomic axis. (C) Sagittal-plane joint orientation angle nomenclature and normal values relative to the anatomic axis. (D) Anatomic axis–joint line intersection points. Anatomic joint center distances (aJCDs) for the frontal plane. (E) Anatomic axis–joint line intersection points. The anatomic joint edge ratio (aJER) for the sagittal plane is shown. ADTA, Anterior distal tibial angle; aLDFA, anatomic lateral distal femoral angle; ANSA, anterior neck shaft angle; d, distance; JLCA, joint line convergence angle; LDTA, lateral distal tibial angle; LPFA, lateral proximal femoral angle; mLDFA, mechanical lateral distal femoral angle; MNSA, medial neck shaft angle; MPFA, medial proximal femoral angle; MPTA, medial proximal tibial angle; PDFA, posterior distal femoral angle; PPFA, posterior proximal femoral angle; PPTA, posterior proximal tibial angle.

The mechanical axis of the lower limb extends from the center of the hip to the center of the ankle ( Fig. 70.3A ). In a normally aligned limb, the mechanical axis of the lower limb passes through or slightly medial to the center of the knee joint line. The distance between the mechanical axis of the lower limb and the center of the knee joint is called the mechanical axis deviation (MAD; see Fig. 70.3A ). Deformities of the femur and tibia in the frontal plane lead to a MAD outside this normal range. Medial and lateral MADs can lead to arthrosis of the knee joint. To determine objectively whether MAD results from femoral or tibial deformity, the mechanical joint orientation angles (i.e., lateral distal femoral angle and medial proximal tibial angle) are measured and compared with the normal range (85 to 90 degrees; see Figs. 70.3B and C ). This assessment is called the malalignment test. Values outside the normal range indicate the source of MAD to be femoral, tibial, or both. When the femoral and tibial joint orientation lines in the frontal plane are not parallel to each other, this joint line convergence angle is another source of MAD (see Fig. 70.3D ). Angular deformities near the hip and ankle have little effect on MAD ( Figs. 70.4 and 70.5 ). It is therefore important to check the orientation of the ankle and hip to the individual bone mechanical or anatomic axis in the frontal plane. The orientation of the ankle and hip can be checked relative to the mechanical axis line in the frontal plane and the overall anatomic axis line, a line between the normal intersection points of the anatomic axis with the proximal and distal joints, in the sagittal plane. Alternatively, it can be checked relative to a segmental anatomic or mechanical axis line. Both assessments are called malorientation tests.

Key Points

  • A mechanical axis line connects the center of a proximal joint to the center of a distal joint.

  • An anatomic axis line is the middiaphyseal line.

  • The mechanical axis of the lower limb extends from the center of the hip to the center of the ankle.

  • The distance between the mechanical axis of the lower limb and the center of the knee joint is called the mechanical axis deviation (MAD).

  • To determine whether MAD results from femoral or tibial deformity, the mechanical joint orientation angles (i.e., lateral distal femoral angle and medial proximal tibial angle) are measured ( malalignment test).

Fig. 70.3, Malalignment test to identify and locate a deformity. (A) Step 0: Measure the mechanical axis deviation (MAD). The normal range is 1 to 15 mm medial relative to the center of the joint. A medial MAD greater than 15 mm is considered varus, and a lateral MAD is considered valgus (insets). (B) Step 1: Measure the lateral distal femoral angle. The normal range is 85 to 90 degrees. A lateral distal femoral angle less than 85 degrees means that femoral bone deformity is a source of lateral MAD (i.e., valgus), and a lateral distal femoral angle greater than 90 degrees means that femoral bone deformity is a source of medial MAD (i.e., varus). (C) Step 2: Measure the medial proximal tibial angle. The normal range is 85 to 90 degrees. A medial proximal tibial angle greater than 90 degrees means that tibial deformity is a source of lateral MAD (i.e., valgus), and a medial proximal tibial angle less than 85 degrees means that tibial deformity is a source of medial MAD (i.e., varus). (D) Step 3: Measure the joint line convergence angle. The normal range is 0 to 2 degrees of medial convergence of the joint lines. A medial joint line convergence angle greater than 2 degrees means that lateral ligamentocapsular laxity or medial cartilage loss is a source of medial MAD (i.e., varus), and a lateral joint line convergence angle means that medial ligamentocapsular laxity or lateral cartilage loss is a source of lateral MAD (i.e., valgus). FC, Femoral condyle; JLCA, joint line convergence angle; mLDFA, mechanical lateral distal femoral angle; MPTA, medial proximal tibial angle; TP, tibial plateau.

Fig. 70.4, A deformity near the ankle or hip may not affect the mechanical axis. (A) Malorientation of the ankle joint at or near the level of the plafond produces no mechanical axis deviation (MAD). (B) Malorientation of the hip joint at or near the level of the femoral head produces no MAD. LDTA, Lateral distal tibial angle; LPFA, lateral proximal femoral angle.

Fig. 70.5, The location of deformities affects the joints. Three tibial 10-degree angular deformities. When the center of rotation of angulation (CORA) is near the ankle, the ankle joint orientation relative to the mechanical axis is affected (lateral distal tibial angle [LDTA]), but the knee joint orientation is unaltered (medial proximal tibial angle [MPTA]). The converse is true when the CORA is near the knee. Middiaphyseal deformities alter the joint orientation of the proximal and distal joints.

Characteristics of Deformity

Level of Angulation

Angular deformity leads to a bend or break in the anatomic and mechanical axis lines ( Fig. 70.6 ). The intersection point of the proximal and distal axis lines is the center of rotation of angulation (CORA; Fig. 70.7 ). Multiple levels of angulation have one CORA for each apex. The CORA can be found by drawing proximal and distal mechanical or anatomic axis lines. The anatomic axis line method of planning is illustrated in Figs. 70.8 to 70.11 . The mechanical axis method of planning can also be used and is explained in other publications. Anatomic axis planning can be used in the frontal and sagittal planes and easily identifies single-level or multilevel angular deformities (see Figs. 70.8 to 70.11 ).

Key Point

  • The intersection point of the proximal and distal axis lines is the center of rotation of angulation (CORA).

Fig. 70.6, A deformity may be expressed as mechanical or anatomic axis angulation. When the femur or tibia is angulated, the axis line is also angulated. Where there was one axis line to represent the bone, there are now two axis lines, proximal and distal. In the tibia, because the mechanical and anatomic axes are almost the same, the proximal mechanical axis (PMA) and proximal anatomic axis (PAA) lines are almost the same, as are the distal mechanical axis (DMA) and distal anatomic axis (DAA) lines. In the frontal-plane femur, because the mechanical and anatomic axis lines are not the same, the proximal mechanical axis and proximal anatomic axis lines and the distal mechanical axis and distal anatomic axis lines, respectively, are not the same.

Fig. 70.7, Center of rotation of angulation. The intersection point of the proximal and distal mechanical axis lines is the center of rotation of angulation (CORA). The magnitude of angulation (Mag) is measured between the proximal and distal axis lines. The CORA corresponds to the obvious apex of angulation. The knee and ankle are normally orientated to the proximal and distal axis lines, respectively. This is a uniapical angular deformity (i.e., single site of deformity).

Fig. 70.8, Tibial anatomic axis planning. Step 1: Draw the middiaphyseal lines to represent the diaphysis of the tibia. In examples (A) to (E), each middiaphyseal line segment is the anatomic axis line for that segment of bone. Step 2: Perform the malorientation test between the proximal and distalmost middiaphyseal lines and the knee and ankle joint lines, respectively. Measure the medial proximal tibial angle (MPTA) to the proximal-most tibial middiaphyseal line. In (A), (C), and (E), if the MPTA is normal, there is no more proximal center of rotation of angulation (CORA) or anatomic axis line. In (B) and (D), if the MPTA is abnormal, draw an anatomic axis line referenced to the knee joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn from the apex of the medial tibial spine. Use the MPTA of the contralateral normal side, if available, as a template angle. If the opposite MPTA is unavailable or abnormal, the average normal MPTA of 87 degrees is used instead. Measure the lateral distal tibial angle (LDTA) to the distalmost tibial middiaphyseal line. In (A), (B), and (D), if the LDTA is normal, there is no more distal CORA. In (C) and (E), if the LDTA is abnormal, draw an anatomic axis line referenced to the ankle joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn from a point 4 mm medial to the ankle joint's center point. Use the LDTA of the contralateral normal side, if available, as a template angle. If the opposite LDTA is unavailable or abnormal, the average normal LDTA of 90 degrees is used instead. Step 3: Decide whether the case is uniapical (A–C) or multiapical (D and E) angulation. Mark the CORAs and measure the magnitudes of angulation (Mag).

Fig. 70.9, Femoral anatomic axis planning. Step 1: Draw the middiaphyseal line to represent the diaphysis of the femur. In examples (A) to (E), each middiaphyseal line segment is the anatomic axis line for that segment of bone. Step 2: Perform the malorientation test between the distalmost and proximal-most middiaphyseal lines and the knee and hip joint lines, respectively. Measure the anatomic lateral distal femoral angle (aLDFA) to the distalmost femoral middiaphyseal line. In (A), (C), and (E), if the aLDFA is normal, there is no more distal center of rotation of angulation (CORA) or anatomic axis line. In (B) and (D), if the aLDFA is abnormal, draw an anatomic axis line referenced to the knee joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn starting 1 cm medial to the center point of the knee joint. Use the aLDFA of the contralateral normal side, if available, as a template angle. If the opposite aLDFA is unavailable or abnormal, the average normal aLDFA of 81 degrees is used instead. Measure the medial proximal femoral angle (MPFA) to the proximal-most femoral middiaphyseal line. In (A), (B), and (D), if the MPFA is normal, there is no more proximal CORA. In (C) and (E), if the MPFA is abnormal, draw an anatomic axis line referenced to the hip joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn passing through the piriformis fossa. Use the MPFA of the contralateral normal side, if available, as a template angle. If the opposite MPFA is unavailable or abnormal, the average normal MPFA of 84 degrees is used instead. Step 3: Decide whether this is uniapical (A–C) or multiapical (D and E) angulation. Mark the CORAs, and measure the magnitude of angulation (Mag).

Fig. 70.10, Sagittal-plane anatomic axis planning of tibial deformity correction. Step 1: Draw the middiaphyseal line to represent the diaphysis of the tibia. In examples (A) to (F), each middiaphyseal line segment is the anatomic axis line for that segment of bone. Step 2: Perform the malorientation test between the proximal and distalmost middiaphyseal lines and the knee and ankle joint lines, respectively. Measure the posterior proximal tibial angle (PPTA) to the proximal-most tibial middiaphyseal line. In (A), (C), and (E), if the PPTA is normal, there is no more proximal center of rotation of angulation (CORA) or anatomic axis line. In (B), (D), and (F), if the PPTA is abnormal, draw an anatomic axis line referenced to the knee joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn from the point that is one-fifth of the way back from the anterior edge of the joint. Use the PPTA of the contralateral normal side, if available, as a template angle. If the opposite PPTA is unavailable or abnormal, the average normal PPTA of 80 degrees is used instead. Measure the anterior distal tibial angle (ADTA) to the distalmost tibial middiaphyseal line. In (A), (B), and (D), if the ADTA is normal, there is no more distal CORA. In (C), (E), and (F) if the ADTA is abnormal, draw an anatomic axis line referenced to the ankle joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn from the midpoint of the ankle joint line on the lateral view. Use the ADTA of the contralateral normal side, if available, as a template angle. If the opposite ADTA is unavailable or abnormal, the average normal ADTA of 90 degrees is used instead. Step 3: Decide whether this is uniapical (A–C) or multiapical (D–F) angulation. Mark the CORAs, and measure the magnitudes of angulation (Mag).

Fig. 70.11, Sagittal-plane anatomic axis planning for femoral deformity correction. Step 1: Draw the middiaphyseal line to represent the diaphysis of the femur. In examples (A) to (C), each middiaphyseal line segment is the anatomic axis line for that segment of bone. Step 2: Perform the malorientation test between the distal middiaphyseal line and the knee joint line. Measure the posterior distal femoral angle (PDFA) to the distalmost femoral middiaphyseal line. In (A) if the PDFA is normal, there is no more distal center of rotation of angulation (CORA) or anatomic axis line. In (B) and (C), if the PDFA is abnormal, draw an anatomic axis line referenced to the knee joint orientation line. The starting point can be obtained from the opposite, normal side, if available, or in an adult, this line can be drawn starting one-third of the way back from the anterior edge of the joint line. Use the PDFA of the contralateral normal side, if available, as a template angle. If the opposite PDFA is unavailable or abnormal, the average normal PDFA of 83 degrees is used instead. Step 3: Decide whether this is uniapical (A and B) or multiapical (C) angulation. Mark the CORAs and measure the magnitudes of angulation (Mag).

Osteotomy Rules

The relationship of an osteotomy to the CORA determines the effect of an osteotomy on limb alignment. A line passing through the CORA dividing the transverse angle into two equal parts is called the transverse bisector line ( Fig. 70.12A ). Each point on this line can be considered a CORA ( Fig. 70.12B ). When the osteotomy plane passes through the convex cortex CORA and an opening wedge angular correction of the magnitude of deformity is performed, the proximal and distal anatomic and mechanical axes of the bone become colinear, and normal joint orientation is restored between the distal and proximal joints of that bone. The same correction is achieved when a closing wedge osteotomy of the magnitude of angulation converges on the concave cortex CORA. Both are examples of osteotomy rule 1 ( Fig. 70.13 ).

Fig. 70.12, Transverse bisector line. (A) The axis lines create two transverse angles (β) and two longitudinal angles (α). A bisector line divides an angle into two equal halves. The transverse bisector line (tBL) divides the transverse angle into two equal halves. (B) All of the points on the transverse bisector line are centers of rotation of angulation (CORAs).

Fig. 70.13, Osteotomy rule 1. Angulation is changed by rotation of a bone segment around an axis, the axis of correction of angulation (ACA). The ACA (rod) can pass through the opening wedge center of rotation of angulation (CORA; circle ), a point referred to as the ACA-CORA. If an osteotomy passes through the ACA-CORA, correction produces pure angulation at the osteotomy site, and the proximal and distal axis lines of the bone become colinear. (A) Opening wedge axis of angulation. If the ACA-CORA is on the convex cortex, an opening wedge angulation results. (B) Closing wedge axis of angulation. If the ACA-CORA is on the concave cortex, a closing wedge angulation occurs.

If the opening and closing wedge osteotomies are made at a level different from that of the CORA, the proximal and distal axis lines are realigned in angulation but become translated to each other (osteotomy rule 3; Fig. 70.14 ). Osteotomy rule 3 demonstrates that angulation through the osteotomy with an angulation correction axis (ACA) different from the CORA will correct an angular deformity but produce translation of the distal segment's axis as it becomes parallel to the proximal segment. This condition is called a secondary translation deformity. To avoid secondary translation deformity when the osteotomy is performed at a level different from that of the CORA, the osteotomy line can be angulated to straighten the bone and translated to correct the amount of secondary translation expected (osteotomy rule 2; see Fig. 70.14 ). The bone axes are realigned in a colinear fashion, and the joint orientation of the distal to the proximal joint is normal.

Key Points

  • A line passing through the CORA dividing the transverse angle into two equal parts is called the transverse bisector line . Each point on this line can be considered a CORA.

  • Osteotomy rule 1: When the osteotomy plane passes through the CORA, the proximal and distal axes of the bone become colinear, and normal joint orientation can be restored.

  • Osteotomy rule 3: If the osteotomy is made at a level different from that of the CORAs, the angular deformity will correct but produce translation of the distal and proximal axes as they become parallel to each other ( secondary translation deformity ).

  • Osteotomy rule 2: To avoid secondary translation deformity of the proximal and distal axes when the osteotomy is performed at a level different from that of the CORA, angulation and translation at the osteotomy site are required.

Fig. 70.14, Osteotomy rules 2 and 3. (A) Osteotomy rule 2. When the osteotomy is at a level different from that of the center of rotation of angulation (CORA) but the axis of correction of angulation (ACA) passes through the CORA (ACA-CORA), the correction produces angulation and translation at the level of the osteotomy site. (B) Osteotomy rule 3. When the osteotomy and the ACA are at the same level but are at a level different from that of the CORA, the axis lines become parallel but translated to each other (i.e., secondary translation [ST]) after angular correction even though the bone ends at the osteotomy site angulate without translation. The translation is a secondary deformity produced by angular correction at a level different from that of the CORA.

You're Reading a Preview

Become a Clinical Tree membership for Full access and enjoy Unlimited articles

Become membership

If you are a member. Log in here