| Literature DB >> 23137356 |
Hsien-Ming Wu1, Dan-Tzu Lin-Tan, Mei-Li Wang, Hong-Yuan Huang, Chyi-Long Lee, Hsin-Shih Wang, Yung-Kuei Soong, Ja-Liang Lin.
Abstract
BACKGROUND: Infertility affects approximately 10-15% of reproductive-age couples. Poor semen quality contributes to about 25% of infertile cases. Resulting from the direct effect on testicular function or hormonal alterations, heavy metals exposure has been related to impaired semen quality. The objective of this study was to assess the level of lead in the seminal plasma in men without occupational exposure to lead, and to determine the relationship between semen quality and lead concentration in the semen.Entities:
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Year: 2012 PMID: 23137356 PMCID: PMC3520831 DOI: 10.1186/1477-7827-10-91
Source DB: PubMed Journal: Reprod Biol Endocrinol ISSN: 1477-7827 Impact factor: 5.211
The base-line characteristics of study patients (n=341)
| Age (Y/O) | 34.9±3.7 (28–44) |
| Body mass index(kg/m2) | 22.6±1.6 (19.2-26.1) |
| Smoking | 157 (46.0%) |
| Semen lead conc.(μg/l) | 2.19±1.45 (0.08-9.50) |
| Semen volume (ml) | 3.0±1.2 (0.3-8.0) |
| Sperm count (x106) | 63.4±49.6 (0.0-368.0) |
| Sperm motility (%) | 60.1±20.2 (0.0-97.4) |
| Sperm morphology (%) | 58.0±17.8(0.0-94.9) |
The relations between semen lead concentrations and semen volume, sperm count, sperm motility and sperm morphology assessed by simple linear regression (N=341)
| Age (Y/O) | −0.011 | 0.8443 |
| Body mass index(kg/m2) | 0.105 | 0.0529 |
| Semen amount (ml) | 0.037 | 0.4964 |
| Sperm count (x106) | 0.130 | 0.0165 |
| Sperm motility (%) | 0.004 | 0.9448 |
| Sperm morphology (%) | 0.002 | 0.9755 |
The relations between sperm count and semen lead concentrations after adjusted age, body-mass index and smoking by multiple linear regressions (N=341)
| Age (Y/O) | 1.1±0.7 | 0.1433 |
| Body mass index(kg/m2) | 0.4±2.3 | 0.8514 |
| Smoking | −0.2±5.6 | 0.9699 |
| Semen lead | −4.44±1.87 | 0.0181 |
Figure 1The relation between sperm count and semen lead concentration (assessed by simple linear regression analysis, r=0.130; p=0.0165; N=341).