Connect via MCP →

Enter Calculation

Formula

Advertisement

Results

Shock Needed
26
ounces of product
Pounds equivalent 1.625 lb
Pool volume 20,000 gal
Target FC increase 10 ppm

What Is the Pool Shock Calculator?

Shocking a pool means adding a concentrated dose of chlorine (or another oxidizer) to quickly raise the free chlorine level, kill algae and bacteria, and burn off combined chloramines. This calculator tells you how many ounces of shock product to add based on your pool's volume in gallons and the free-chlorine (FC) increase you want, measured in parts per million (ppm).

How to Use It

Enter your pool's water volume in gallons, the ppm increase you are targeting, and select the type of shock product you use. The tool returns the dose in ounces and the equivalent in pounds. A typical maintenance shock raises FC by 10 ppm; a heavy algae shock may aim for 20–30 ppm.

The Formula Explained

The dose scales linearly with both volume and the target ppm: $$\text{oz} = \frac{\text{Volume}}{10000} \times \text{ppm} \times \text{factor} \times 100$$ The conversion factor depends on the available chlorine of the product. Cal-hypo 65% is far more concentrated than liquid chlorine, so it has a smaller factor and requires fewer ounces for the same result.

Pool with shock powder being added and a rising chlorine level gauge
Shock dose raises the pool's free chlorine level by a target ppm.

Worked Example

For a 20,000-gallon pool, raising FC by 10 ppm using Cal-Hypo 65% (factor 0.013): $$\text{oz} = \frac{20000}{10000} \times 10 \times 0.013 \times 100 = 2 \times 10 \times 1.3 = 26 \text{ ounces}$$ or about 1.625 lb of product.

Three pool shock types with different dosing factors
Different shock types (cal-hypo, dichlor, liquid) use different dose factors.

FAQ

How often should I shock my pool? Most pools benefit from a shock once a week in summer, and after heavy use, rain, or visible algae.

Can I swim right after shocking? Wait until free chlorine drops back to 1–3 ppm, usually 8–24 hours depending on the dose.

Why do products have different factors? Each product has a different percentage of available chlorine, so the same weight delivers a different ppm boost.

Last updated: