Hubbert curve

The Hubbert curve, named after the geophysicist M. King Hubbert, is the derivative of the logistic curve. An example of a Hubbert curve is: : x = {e^{-t}\\over(1+e^{-t})^2}={1\\over2+2\\cosh t} Plot of the Hubbert curve The Hubbert curve closely resembles, but is different from, the shape of the probability density function of the normal distribution. It was originally intended as a model of the rate of petroleum extraction. According to this model, the rate of production of oil is determined by the rate of new oil well discovery; a "Hubbert peak" in the oil extraction rate will thus be followed by a gradual decline of oil production, to nothing. Note: for detailed discussion of petroleum exhaustion, please see the Hubbert peak article. Category:Economics curves Category:Equations Category:Peak oil

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