Sample Size Calculator
Advanced statistical sample size calculator for clinical research studies, clinical trials, and observational research with power analysis and study design methodology.
📊 Statistical Power in Clinical Research
Sample size determination is critical for clinical research validity. Insufficient sample sizes lead to inconclusive results, while excessive samples waste resources. Our calculator uses statistical power analysis to determine optimal sample sizes.
Study Types Supported
- Clinical Trials: Randomized controlled trials
- Cohort Studies: Prospective observational research
- Case-Control Studies: Retrospective analysis
- Cross-Sectional Studies: Prevalence studies
- Diagnostic Tests: Sensitivity/specificity studies
Statistical Parameters
- Power (1-β): Probability of detecting true effect
- Alpha (α): Type I error probability
- Effect Size: Clinically meaningful difference
- Variability: Standard deviation of measurements
- Dropout Rate: Expected study attrition
Evidence-Based Research
Proper sample size calculation ensures research validity, ethical conduct, and meaningful contributions to medical knowledge and patient care.
🔬 Research Methodology
- Clinical Researchers: Study design and planning
- Students: Research methodology education
- Biostatisticians: Power analysis calculations
- Academics: Grant proposal development
- Pharmaceutical: Clinical trial planning
📈 Power Analysis
Calculates sample sizes needed to achieve 80% power (conventional standard) with 95% confidence intervals for detecting clinically significant effects.
Calculate Sample Size
Calculate appropriate sample sizes for clinical trials and research studies using statistical power analysis.
Calculating sample size...
Sample Size Results
Source: aiMedical & AI Content Disclaimers
Medical Disclaimer: Sample size calculations are for educational purposes only and should be confirmed with statistical experts and clinical trial guidelines.
AI Content Disclaimer: Some statistical recommendations may be AI-generated and may contain inaccuracies. Always verify with trusted statistical references.