King et al developed a classification scheme for idiopathic thoracic and combined thoracolumbar scoliosis. It was based on the curves described by Moe and is used to help guide management including placement of Harrington rods. The authors are from the Twin Cities Scoliosis Center in Minneapolis and St. Paul, Minnesota.
Curve |
Vertebra |
Other Features |
Type |
S-shaped with both thoracic and lumbar curves |
both curves cross midline, with lumbar curve larger than the thoracic curve on standing X-rays |
flexibility index < 0 |
I |
|
both curves cross midline, with lumbar curve smaller than or equal to the thoracic curve on standing X-rays |
flexibility index >= 0 |
II |
|
thoracic curve crosses midline but lumbar curve does not ("overhanging") |
|
III |
single long thoraco-lumbar curve |
L5 centered over sacrum; L4 tilts into curve |
|
IV |
S-shaped primarily involving thoracic curve |
T1 tilts into the convexity of upper curve; L2-L5 centered over sacrum |
upper curve structural on bending |
V |
Flexibility index:
• The percent flexibility of the thoracic and lumbar curves are measured on maximum lateral bending.
• Subtracting the percent correction of the thoracic curve from the percent correction of the lumbar curve is termed the flexibility index.
Methods for determining the stability of vertebra (Figures 1 and 2, page 1303):
(1) The stable zone of Harrington is defined by parallel vertical lines drawn through the lumbosacral facets. Vertebral bodies sitting between the lines are in the stable zone.
(2) The vertebra most closely bisected (even if the vertebra is tilted) by the central sacral line is considered a stable vertebra (where the central sacral line is based on the a vertical line though the center of the sacrum that is perpendicular to a line connecting the iliac crests.
Specialty: Surgery, orthopedic