THC Half Life Calculator Guide
Why Half Life Matters
THC does not vanish at a fixed speed. It usually follows exponential decline. A half life means the time needed for one half of a modeled amount to remain. After one half life, fifty percent remains. After two half lives, twenty five percent remains. This calculator applies that chemistry idea to an entered starting value.
What The Model Estimates
The tool accepts an initial amount, an elapsed time, and a half life. You may also add earlier extra doses. Each dose is treated as a separate starting amount. The remaining parts are then added together. This gives a total modeled remainder. It also shows percent cleared, half lives passed, and time until a chosen threshold.
Using Several Inputs
Advanced fields help with realistic study examples. A variability factor adjusts the half life. An uncertainty percent creates a low and high range. The threshold field lets you compare the modeled remainder with a limit. Units are labels only. You can use ng/mL, mg, or any consistent unit. Do not mix units inside one calculation.
Important Chemistry Limits
This is a first order decay model. Real human biology is more complex. Absorption, storage in fat, metabolism, product strength, and testing method can change results. Urine tests often detect metabolites, not unchanged THC. Blood, saliva, and hair have different behavior. So the calculator should not be used to predict a guaranteed test result.
Best Practice
Enter conservative values when teaching or comparing scenarios. Keep notes about every assumption. Review the projection table after calculating. It shows how the result changes across future half lives. Export CSV for spreadsheets. Export PDF for a simple report. The results are useful for chemistry learning, planning examples, and decay demonstrations. They are not legal, medical, or workplace advice.
Reading The Output
The main result shows the estimated amount present now. The clearance value compares remaining amount with total modeled input. A lower estimate can appear when uncertainty shortens the half life. A higher estimate can appear when uncertainty lengthens it. The threshold line is only mathematical. It does not promise safety, legality, or screening outcomes. Treat every output as a learning estimate, not a personal guarantee today.