The Sensitivity of Adolescent School-Based Hearing Screens Is Significantly Improved by Adding High Frequencies

被引:3
|
作者
Sekhar, Deepa L. [1 ]
Zalewski, Thomas R. [2 ]
Beiler, Jessica S. [3 ]
Czarnecki, Beth [4 ]
Barr, Ashley L. [5 ]
King, Tonya S. [6 ]
Paul, Ian M. [1 ,6 ]
机构
[1] Penn State Coll Med, Dept Pediat, 500 Univ Dr,HS83, Hershey, PA 17033 USA
[2] Bloomsburg Univ, Dept Audiol & Speech Language Pathol, Bloomsburg, PA USA
[3] Penn State Coll Med, Pediat Clin Res Off, Hershey, PA USA
[4] Penn State Coll Med, Dept Audiol, Hershey, PA USA
[5] Cochlear Amer, Centennial, CO USA
[6] Penn State Coll Med, Publ Hlth Sci, Hershey, PA USA
关键词
adolescent health; school-based clinics; school nursing; hearing screen; hearing loss; NUTRITION EXAMINATION SURVEY; 3RD NATIONAL-HEALTH; THRESHOLD SHIFTS; UNITED-STATES; CHILDREN; 6; NOISE; PREVALENCE; AGE;
D O I
10.1177/1059840516654004
中图分类号
R47 [护理学];
学科分类号
1011 ;
摘要
High frequency hearing loss (HFHL), often related to hazardous noise, affects one in six U.S. adolescents. Yet, only 20 states include school-based hearing screens for adolescents. Only six states test multiple high frequencies. Study objectives were to (1) compare the sensitivity of state school-based hearing screens for adolescents to gold standard sound-treated booth testing and (2) consider the effect of adding multiple high frequencies and two-step screening on sensitivity/specificity. Of 134 eleventh-grade participants (2013-2014), 43 of the 134 (32%) did not pass sound-treated booth testing, and 27 of the 43 (63%) had HFHL. Sensitivity/specificity of the most common protocol (1,000, 2,000, 4,000 Hz at 20 dB HL) for these hearing losses was 25.6% (95% confidence interval [CI] = [13.5, 41.2]) and 85.7% (95% CI [76.8, 92.2]), respectively. A protocol including 500, 1,000, 2,000, 4,000, 6,000 Hz at 20 dB HL significantly improved sensitivity to 76.7% (95% CI [61.4, 88.2]), p < .001. Two-step screening maintained specificity (84.6%, 95% CI [75.5, 91.3]). Adolescent school-based hearing screen sensitivity improves with high frequencies.
引用
收藏
页码:416 / 422
页数:7
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