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Clinical features - Original research

Artificial intelligence measuring the aortic diameter assist in identifying adverse blood pressure status including masked hypertension

, , , , ORCID Icon, , , , , , & ORCID Icon show all
Pages 111-121 | Received 14 Aug 2021, Accepted 01 Nov 2021, Published online: 03 Dec 2021

Figures & data

Figure 1. Schematic diagram of segmentation of 9 consecutive levels of the aorta.

Male, 39 years old, without hypertension a. sagittal plane; b. horizontal plane; c. coronal plane; d. 9 measured AD locations; e. three-dimensional cross
Figure 1. Schematic diagram of segmentation of 9 consecutive levels of the aorta.

Figure 2. The distribution of ADs at nine positions among groups.

.a The ADs distribution difference between each adjacent anatomical positions. The t-test was used to compare the difference of ADs between adjacent anatomical levels
.b The ADs distribution difference between HTN grades in all participants at nine positions. The ANOVA test was used to compare the difference of ADs between HTN classification.
0, Non-HTN;1, grade I; 2, grade II; 3, grade III
.c The ADs distribution difference between Bp controlled status in participants with HTN at 9 positions. The t-test was used to test the difference between the groups of good BP control and poor BP control.
0, BP well-controlled; 1, BP poor-controlled
.d The ADs distribution difference between MH and Non-HTN at nine positions. The t-test is used to test the difference between the groups of MH and those without HTN.
0, Non-HTN; 1, MH
value, AD (mm); ns, P > 0.05; *, P < 0.05; ****, P < 0.01
AD, aortic diameter; Other abbreviations are the same as in Table 1
Figure 2. The distribution of ADs at nine positions among groups.

Table 1. The distribution of basic population materials in the graded diagnosis of HTN

Table 2. The distribution of basic materials between groups of BP well-controlled and BP poor-controlled in HTN and the distribution of basic materials between groups of MH and non-HTN in people with normal clinic BP

Figure 3. The Correlation matrix of age, BMI, SBP, DBP and ADs at 9 positions.

The diagonal shows the distribution of variables, the bottom left shows the bivariate scatter diagram with the fitting line, and the top right shows the correlation coefficient and significance location.
value, AD (mm); ***, P < 0.01
AD, aortic diameter. Other abbreviations are the same as in
Figure 3. The Correlation matrix of age, BMI, SBP, DBP and ADs at 9 positions.

Figure 4. Scatter plot and fitting curve/plane between BP, age and ADs.

a. The SBP is the independent variable and the ADs at nine positions is the dependent variable, fitted with LOSSES
b The SBP is the independent variable and the ADs at nine positions is the dependent variable, fitted with a linear function
c The DBP is the independent variable and the ADs at nine positions is the dependent variable, fitted with LOSSES
d The DBP is the independent variable and the ADs at nine positions is the dependent variable, fitted with a linear function
e The age is the independent variable and the ADs at nine positions is the dependent variable, fitted with LOSSES
f The age is the independent variable and the ADs at nine positions is the dependent variable, fitted with a linear function
g Three-dimensional scatter plot, the x-axis is age, the y-axis is SBP, the z-axis is AD at the position of MD, and a linear function is used to fit the plane
h Three-dimensional scatter plot, the x-axis is age, the y-axis is DBP, and the z-axis is AD at the position of SV, and a linear function is used to fit the plane
value, AD (mm); LOSSES, The locally weighted regression scatter smoothing method; Other abbreviations are the same as in
Figure 4. Scatter plot and fitting curve/plane between BP, age and ADs.

Table 3. Univariate linear regression analysis between BP (SBP, DBP) and AD, age and AD

Table 4. The OR value and 95% CI of the ADs in the population with different characteristics to the adverse BP states obtained by logistic regression analysis

Figure 5. The ROCs of ADs at nine positions to identify poor BP status.

a Utilize ADs to identify patients with HTN in the general population
b Utilize ADs to identify poor BP controlled patients in the HTN
c Utilize ADs to identify MH in people with normal Clinic BP
ROC, receiver operating characteristic curves; AD, aortic diameter; Other abbreviations are the same as in
Figure 5. The ROCs of ADs at nine positions to identify poor BP status.

Table 5. The ROCs of ADs to identify poor BP states among people with different BP characteristics

Supplemental material

Supplemental Material

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Data availability statement

Data is openly available in a public repository that issues datasets with DOIs