(Circulation. 2001;103:1051.)
© 2001 American Heart Association, Inc.
Clinical Investigation and Reports |
From the Cardiovascular Division (R.T.L.), Department of Medicine, Brigham and Womens Hospital, Harvard Medical School, Boston, Mass; the Center for Biomedical Engineering (H.Y., R.D.K., R.T.L.), Massachusetts Institute of Technology, Cambridge, Mass; the Health Sciences and Technology Division of the Massachusetts Institute of Technology (H.H.), Cambridge, Mass; and the Department of Cardiovascular Pathology (R.V., A.P.B.), Armed Forces Institute of Pathology, Washington, DC.
Correspondence to Richard T. Lee, MD, Cardiovascular Division, Brigham and Womens Hospital, 75 Francis Street, Boston, MA 02115. Email rlee{at}rics.bwh.harvard.edu
| Abstract |
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Methods and ResultsTo test the hypothesis that calcification impacts biomechanical stresses in human atherosclerotic lesions, we studied 20 human coronary lesions with techniques that have previously been shown to predict plaque rupture locations accurately. Ten ruptured and 10 stable lesions derived from post mortem coronary arteries were studied using large-strain finite element analysis. Maximum stress was not correlated with percentage of calcification, but it was positively correlated with the percentage of lipid (P=0.024). When calcification was eliminated and replaced with fibrous plaque, stress changed insignificantly; the median increase in stress for all specimens was 0.1% (range, 0% to 8%; P=0.85). In contrast, stress decreased by a median of 26% (range, 1% to 78%; P=0.02) when lipid was replaced with fibrous plaque.
ConclusionsCalcification does not increase fibrous cap stress in typical ruptured or stable human coronary atherosclerotic lesions. In contrast to lipid pools, which dramatically increase stresses, calcification does not seem to decrease the mechanical stability of the coronary atheroma.
Key Words: atherosclerosis plaque stress calcification lipids
| Introduction |
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Although coronary artery calcification is associated with worse cardiovascular prognosis, the influence of calcification on biomechanical plaque stresses is unclear.2 3 It is possible that the stiff calcium deposits establish an adverse stress distribution, increasing the propensity to rupture. However, it is also possible that calcification is a marker for the extent of disease or for another process such as inflammation or infection; in such cases, calcification of an individual lesion would not necessarily impact the stability of that lesion.
Insight into the individual factors of plaque stability is important, because strategies to prevent plaque rupture may rely on identifying factors that contribute prominently to lesion stability. To evaluate the impact of calcification on plaque structural stability, we applied finite element analysis to human coronary atherosclerotic lesions. Finite element analysis allows the study of complex geometries and the determination of the impact of specific material properties on stress magnitudes and distribution.
In this study, maximum principal stresses were determined in stable and ruptured human coronary atherosclerotic lesions. Calcification in each specimen was then replaced with a fibrous plaque to determine the impact of calcification on biomechanical stresses. A similar analysis was performed by replacing the lipid pool in each lesion with fibrous plaque to compare the relative impacts of calcification and lipid. Both ruptured and stable specimens were used to include these plaque types in the study. A previous study evaluated the differences between ruptured and stable plaques4 ; the focus of the present study was evaluating the relative contributions of calcification and lipid.
| Methods |
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Material Properties
Finite element analysis was performed with ADINA
version 7.3 on a computer workstation using isotropic, incompressible,
Mooney-Rivlin materials undergoing large strains and
displacements.5 Mooney-Rivlin
materials can be described by 2 constants, D1
and D2, representing coefficients of the strain
energy density function. D1 is proportional to
the elastic modulus at zero strain. This "rubber-like" material was
chosen to model the strain stiffening behavior of biological
materials.6 7
Arterial wall properties were taken from the artery calculations in a previous study, which yielded D1=2644.7 Pa and D2=8.365.6 The parameters for plaque and calcification were determined using a curve fit to our previously published uniaxial test data of human atheroma.7 Representative stresses were converted to true stresses for this purpose. For calcification, D1 was 18 804.5 Pa and D2 equaled 20; for fibrous plaque, D1 equaled 5105.3 Pa and D2 was 13. Lipid properties were adapted from studies of the mechanical properties of lipids typically found in the atheroma: for lipids, D1=50 Pa and D2=0.5.8
Structural Analysis
The principles of this analysis are similar to those
previously used by our laboratory to study plaque
stability.4 9
Finite element analysis divides a complex structure into small areas
called elements for which the stress distribution can be more easily
studied. Quadrilateral elements were generated to be
175 the
arterial diameter in size, resulting in 3000 to 6000 plane strain
elements per model. An internal luminal pressure of 14 600 Pa (110
mm Hg) was applied. Each lesion was analyzed 3 times. First, the
lesion was processed as originally digitized; this was called the
unaltered model. Then, the lesion was modified by replacing the
calcification elements with fibrous plaque element; this was designated
the "no calcium" solution. Finally, a third analysis was performed
after replacing the lipid in the unaltered lesion with fibrous plaque;
this was designated the "no lipid" solution. The maximum principal
stresses were recorded for each analysis. All further stresses in this
article refer to these principal stresses.
The percent area of calcification was
calculated as follows:
![]() | (1) |
To gauge the amount of increase in internal stress, a
percent change in stress was calculated. The percent change in stress
when calcification is removed was given by the following
equation:
![]() | (2) |
u is the maximum
principal stress of the unaltered model, and
nc is the maximum principal stress of the
"no calcium" model. An analogous formula was used for the "no
lipid" models.
Statistics
Statistical analysis was performed with SigmaStat
(Jandel Corp). To compare the differences between 2 sets of data with
normal distributions, such as maximum stress of ruptured lesions versus
the maximum stress of stable lesions, an unpaired
t test was used. If normality
tests failed, the Mann-Whitney Rank Sum test was used.
P<0.05 was considered
significant for concluding that the 2 sets of data had different means
(t test) or medians
(Mann-Whitney).
To test the hypothesis that the percent area of calcification correlated with increasing plaque stresses, 2 approaches were used. First, we tested for a correlation between the amount of plaque calcification and the maximum stress levels in that plaque using the nonparametric Spearmans correlation test. Second, we used Spearmans test to test for a correlation between the amount of calcification and the change in stress when calcification was replaced by fibrous plaque. P<0.05 was considered statistically significant. Each test was performed for the following 3 groups: the 10 ruptured lesions, the 10 stable lesions, and all 20 specimens combined. Analogous tests were performed for lipid as a comparison.
| Results |
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One approach to explore the relationship of calcification to
stress is to test the correlation between the amount of calcification
and the maximum stresses across the set of specimens. No significant
correlation was found between stress and the percent area of
calcification in any of the 3 groups studied
(P=0.826 for all specimens,
P=0.946 for ruptured specimens,
and P=0.811 for stable plaques;
Figure 2
). This result suggests that having more
calcification does not indicate the presence of higher stresses in the
lesion. In contrast, there was a significant correlation between stress
and the percent area of lipid
(P=0.024; correlation
coefficient, 0.5) for all of the specimens. This result indicates that
the more lipid a plaque contains, the higher the maximum internal
stresses. In the smaller subgroups of lesions (stable and ruptured),
this relationship did not reach statistical
significance.
|
Impact of Calcification or Lipid on
Stress
Another approach to evaluate the contribution of
calcification to plaque stress is to examine the changes in stress when
the calcification is replaced with fibrous plaque. A similar
consideration was performed for lipid. This approach is particularly
amenable to finite element analysis, because all other factors, such as
lesion geometry, can be kept constant. The median increase in maximum
stress for all specimens when calcification was replaced with fibrous
plaque was 0.1% (interquartile range, 0% to 3%; total range, 0% to
8%). This change was statistically insignificant
(P=0.85). In contrast, stress
significantly decreased by a median of 26% (interquartile range for
decrease, 5% to 56%; total range, -1% to 78%) when lipid was
replaced with fibrous plaque
(P=0.021).
The correlation between an increase in stress when calcium was replaced with fibrous plaque and the percent area of calcification was statistically significant for the stable lesions (P<0.001; correlation coefficient, 0.848), the ruptured lesions (P=0.025; correlation coefficient, 0.68), and for all the lesions together (P<0.001; correlation coefficient, 0.77). Thus, large amounts of calcification, by virtue of bearing mechanical load, actually decrease stresses on the fibrous plaque to a modest degree. These findings suggest that calcification does not decrease plaque stability; in fact, removal of larger amounts of calcification may result in a less stable atheroma.
There was a significant negative correlation between the
amount of lipid and the amount of stress change when the lipid was
replaced with fibrous plaque and all 20 specimens were analyzed
(P=0.017; correlation
coefficient, -0.53; P=0.126
for stable specimens and
P=0.060 for ruptured specimens;
Figure 3
). This result suggests that the more lipid a lesion
contains, the larger the stress reduction that will occur on
removal.
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| Discussion |
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These results have potential implications for the evaluation of and interventions for coronary artery disease. Interventional therapies targeted to the calcification of specific lesions identified from scanning techniques such as electron beam computed tomography may not be as useful as treating the systemic manifestations of atherosclerosis.2 15 In contrast, our data are consistent with the dramatic success of lipid-lowering therapies in the prevention of coronary events.16 Although lipid-lowering therapies may not replace the lipid regions with fibrous plaque in a way analogous to our models, decreasing the extent of lipid can dramatically lower internal stresses by eliminating the soft material that causes the fibrous cap to bear enormous stresses. In this regard, a technique such as intravascular ultrasound elastography holds promise because it can detect the presence of soft materials such as lipid.17
If calcification modestly decreases fibrous plaque stresses, why is the detection of arterial calcification an important prognostic indicator? Rather than affecting the stability of a single atheroma, calcification may reflect the extent of disease or another systemic process. For example, if calcification occurs more commonly in the setting of particular types of inflammation, detection of calcification would be expected to segregate patients into a high-risk category. This concept is supported by a recent study of calcification in the aortic arch measured by chest radiogram in >110 000 patients followed for almost 30 years.18 In this study, aortic arch calcification was associated with coronary heart disease risk in both men and women. Thus, aortic arch calcification may reflect the general burden of disease or be a marker of more aggressive disease.
To facilitate structural analysis, the materials were assumed to be isotropic, incompressible, and uniform solids. A single pair of parameters was assumed for each material, despite reported variances for each class of material. The maximum stresses in such materials were then used as indicators of plaque stability. These stresses do not necessarily correspond to regions of actual rupture because in vivo materials have more complex characteristics than those used in this study. Assumptions of isotropy indicate that differences in radial and circumferential moduli are not taken into account. However, the purpose of the study was to test the hypotheses that the presence of calcification contributes to internal plaque stresses. Thus, idealization of material properties is reasonable because we examined relative stress changes, not exact stress magnitudes. In addition, a previous study showed that the location of rupture is closely related to an area of high stress in most cases, but that rupture may occur at the second or third highest stress region. This is possibly due to weaker fibrous caps at these regions. Finally, although macrophage infiltration is important in determining plaque material properties, there are currently no reliable methods of incorporating the effects of inflammation into finite element models.
Two-dimensional analysis of post-mortem specimens cannot
account for all structural features of the atheroma in vivo.
Geometrical problems and changes in maximum stresses of up to 20% when
the mesh was refined were unlikely to influence the conclusions because
the analyses were performed by altering the material properties in the
geometry of the same lesion. There are no shear stresses, torques, or
time-varying forces acting on the lesion in the models. Although
additional forces exist in vivo, estimation of stresses induced by a
static pressure load alone has previously been useful for identifying
high stresses in human lesions as well as rupture site locations. Other
simulations of dynamic stress on similar specimens give almost
identical results (results not shown). Also, typical levels of fluid
shear stress (
1 to 1.5 Pa) are insignificant compared with the
computed wall stresses (typically >10 000 Pa).
Our study design could not determine the relation of calcium to inflammation, nor could we predict fibrous cap strength in calcified lesions. Calcified lesions may, in fact, have lower rupture stresses due to microscopic defects caused by the calcium or due to differences in distribution. In addition, it is possible that specimens exist in which the calcification actually increases the internal plaque stresses. Because of the relatively small number of specimens used in this study, this possibility cannot be excluded. However, our results demonstrate that within a typical lesion, the presence of lesion lipid is much more important for biomechanical stability than calcium.
| Acknowledgments |
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Received July 24, 2000; revision received October 24, 2000; accepted October 26, 2000.
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G. M. London, A. P. Guerin, S. J. Marchais, F. Metivier, B. Pannier, and H. Adda Arterial media calcification in end-stage renal disease: impact on all-cause and cardiovascular mortality Nephrol. Dial. Transplant., September 1, 2003; 18(9): 1731 - 1740. [Abstract] [Full Text] [PDF] |
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B. D. MacNeill, H. C. Lowe, M. Takano, V. Fuster, and I.-K. Jang Intravascular Modalities for Detection of Vulnerable Plaque: Current Status Arterioscler Thromb Vasc Biol, August 1, 2003; 23(8): 1333 - 1342. [Abstract] [Full Text] [PDF] |
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P. Stenvinkel, R. Pecoits-Filho, and B. Lindholm Coronary Artery Disease in End-Stage Renal Disease: No Longer a Simple Plumbing Problem J. Am. Soc. Nephrol., July 1, 2003; 14(7): 1927 - 1939. [Full Text] [PDF] |
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A. P. Burke, R. Virmani, Z. Galis, C. C. Haudenschild, and J. E. Muller Task force #2--what is the pathologic basis for new atherosclerosis imaging techniques? J. Am. Coll. Cardiol., June 4, 2003; 41(11): 1874 - 1886. [Full Text] [PDF] |
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K Pohle, D Ropers, R Maffert, P Geitner, W Moshage, M Regenfus, M Kusus, W G Daniel, and S Achenbach Coronary calcifications in young patients with first, unheralded myocardial infarction: a risk factor matched analysis by electron beam tomography Heart, June 1, 2003; 89(6): 625 - 628. [Abstract] [Full Text] [PDF] |
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S. Mohlenkamp, N. Lehmann, A. Schmermund, H. Pump, S. Moebus, D. Baumgart, R. Seibel, D. H.W Gronemeyer, K.-H. Jockel, and R. Erbel Prognostic value of extensive coronary calcium quantities in symptomatic males--a 5-year follow-up study Eur. Heart J., May 1, 2003; 24(9): 845 - 854. [Abstract] [Full Text] [PDF] |
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L. S. Babiarz, D. M. Yousem, B. A. Wasserman, C. Wu, W. Bilker, and N. J. Beauchamp Jr. Cavernous Carotid Artery Calcification and White Matter Ischemia AJNR Am. J. Neuroradiol., May 1, 2003; 24(5): 872 - 877. [Abstract] [Full Text] [PDF] |
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P. K. Shah Mechanisms of plaque vulnerability and rupture J. Am. Coll. Cardiol., February 19, 2003; 41(4_Suppl_S): 15S - 22S. [Abstract] [Full Text] [PDF] |
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J. Shemesh, S. Apter, Y. Itzchak, and M. Motro Coronary Calcification Compared in Patients with Acute versus in Those with Chronic Coronary Events by Using Dual-Sector Spiral CT Radiology, February 1, 2003; 226(2): 483 - 488. [Abstract] [Full Text] [PDF] |
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F. J. Schoen and R. F. Padera Jr. Cardiac Surgical Pathology Card. Surg. Adult, January 1, 2003; 2(2003): 119 - 185. [Full Text] |
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A. Maehara, G. S. Mintz, A. B. Bui, O. R. Walter, M. T. Castagna, D. Canos, A. D. Pichard, L. F. Satler, R. Waksman, W. O. Suddath, et al. Morphologic and angiographic features of coronary plaque rupture detected by intravascular ultrasound J. Am. Coll. Cardiol., September 4, 2002; 40(5): 904 - 910. [Abstract] [Full Text] [PDF] |
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L. L Demer Vascular calcification and osteoporosis: inflammatory responses to oxidized lipids Int. J. Epidemiol., August 1, 2002; 31(4): 737 - 741. [Full Text] [PDF] |
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C.L. de Korte, S.G. Carlier, F. Mastik, M.M. Doyley, A.F.W. van der Steen, P.W. Serruys, and N. Bom Morphological and mechanical information of coronary arteries obtained with intravascular elastography. Feasibility study in vivo Eur. Heart J., March 1, 2002; 23(5): 405 - 413. [Abstract] [Full Text] [PDF] |
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J. A. Coladonato, L. A. Szczech, E. A. Friedman, and W. F. Owen Jr Does calcium kill ESRD patients--the skeptic's perspective Nephrol. Dial. Transplant., February 1, 2002; 17(2): 229 - 232. [Full Text] [PDF] |
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R. Wayhs, A. Zelinger, and P. Raggi High coronary artery calcium scores pose an extremely elevated risk for hard events J. Am. Coll. Cardiol., January 16, 2002; 39(2): 225 - 230. [Abstract] [Full Text] [PDF] |
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C. R. Dhore, J. P.M. Cleutjens, E. Lutgens, K. B.J.M. Cleutjens, P. P.M. Geusens, P. J.E.H.M. Kitslaar, J. H.M. Tordoir, H. M.H. Spronk, C. Vermeer, and M. J.A.P. Daemen Differential Expression of Bone Matrix Regulatory Proteins in Human Atherosclerotic Plaques Arterioscler Thromb Vasc Biol, December 1, 2001; 21(12): 1998 - 2003. [Abstract] [Full Text] [PDF] |
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J. A. Beckman, J. Ganz, M. A. Creager, P. Ganz, and S. Kinlay Relationship of Clinical Presentation and Calcification of Culprit Coronary Artery Stenoses Arterioscler Thromb Vasc Biol, October 1, 2001; 21(10): 1618 - 1622. [Abstract] [Full Text] [PDF] |
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