PSA density is a medical metric used to assess prostate health, calculated as the ratio of prostate-specific antigen (PSA) level to prostate volume. It is expressed in ng/mL per cm³ (or ng/mL² when normalized). A higher PSA density may indicate a greater risk of prostate cancer, especially when PSA levels are elevated relative to prostate size. The prostate volume is typically estimated using the ellipsoid formula based on its length, width, and height.
For example, with a PSA of 25 ng/mL and a prostate volume of 3,219 cm³ (as shown in the image), the PSA density is approximately 0.008 ng/mL².
Prostate Volume Calculation: The prostate volume is calculated using the ellipsoid formula:
\(V = \frac{\pi}{6} \cdot \text{length} \cdot \text{width} \cdot \text{height}\)
PSA Density Calculation: The PSA density is calculated as:
\(\text{PSA density} = \frac{\text{PSA}}{\text{Volume}}\)
Where:
Example Calculation: Let’s calculate based on the image example with length = 22.33 cm, width = 22.33 cm, height = 12.33 cm, and PSA = 25 ng/mL:
Use the form above to input your prostate dimensions and PSA level, and the calculator will compute the volume and PSA density.
The prostate volume is typically measured in cubic centimeters (cm³). Other convenient units include:
The calculator displays volume in multiple units for convenience.
PSA density values can help assess prostate cancer risk. Typical ranges include:
Note that PSA density is often interpreted in ng/mL per cm³; the ng/mL² unit in the image may reflect a specific normalization. Consult a healthcare provider for interpretation.
PSA (Prostate-Specific Antigen) is a protein produced by the prostate gland, measured in blood tests as ng/mL. Elevated PSA levels may indicate prostate issues, such as benign prostatic hyperplasia (BPH) or cancer, but must be evaluated with other factors like prostate volume and PSA density.
How do you calculate prostate volume?
To calculate prostate volume:
How do you calculate PSA density?
To calculate PSA density:
What is the PSA density for a volume of 3,219 cm³ and PSA of 25 ng/mL?
The PSA density is \(\text{PSA density} = \frac{25}{3219} \approx 0.008 \, \text{ng/mL²}\), as shown in the image.