Wine Banking Cost Calculator

Wine Banking Cost Calculator MCP Connector for Claude

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Calculate barrel aging costs, evaporation losses, and break-even premiums for wine banking.

4 tools Official Updated Oct 1, 2026 Official Vinkius Partner

This MCP server provides specialized tools for wine banking professionals to model the economic impact of barrel aging. It calculates the annual cost per liter using get_annual_liquid_cost, tracks inventory depletion via get_cumulative_evaporation_loss, determines necessary price increases with get_break_even_premium, and evaluates the efficiency of new versus neutral barrels with compare_barrel_economics.

wineeconomicsbarrelevaporationaging

4 tools expose this connector's capabilities to your AI agent.

compare_barrel_economics

Compares the efficiency of using a brand new barrel versus a neutral (reused) barrel

get_annual_liquid_cost

Calculates the total cost of maintaining a single barrel for one year, accounting for the wine volume

get_break_even_premium

Determines the minimum price increase required per liter to make the aging process profitable

get_cumulative_evaporation_loss

Calculates the total volume of wine lost to the "angel's share" over the entire lifespan of the barrel

See how to talk to your AI agent using Wine Banking Cost Calculator.

Calculate the annual cost per liter for a 225L barrel costing $500, with a 5-year lifespan, 90% fill, $50 annual storage, $20 annual labor, and 3% angel's share.

The annual barrel cost per liter is $12.45, with a total annual maintenance cost of $70.00.

How much wine will be lost from a 200L initial fill over 10 years with a 2% annual evaporation rate?

The total volume lost is 36.42 liters, leaving a remaining volume of 163.58 liters.

What is the required premium per liter if I have $1000 in total costs, lost 20L of wine, started with 100L, and have 80L remaining?

The required premium per liter to break even is $12.50.

The angel's share represents the volume lost to evaporation. You can use `get_cumulative_evaporation_loss` to see how much liquid is lost over time, which directly increases the required premium to break even.

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