A learning by doing multiplier accelerates the transition to photovoltaic cells

Anita C. Tendler, Robert K. Kaufmann
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Abstract

Abating emissions of carbon dioxide depends in part on how quickly the levelized cost of electricity (LCOE) from photovoltaic cells (PV) achieves grid parity without policy interventions. Reaching this threshold is accelerated by learning by doing, which reduces the LCOE generated by PV. The resultant cost reduction generates a positive feedback loop and increases the demand for PV; but previous analyses ignore this feedback and therefore overlook a critical learning by doing multiplier effect, in which increasing the cumulative production of PV modules lowers their price, and lower PV module prices increase purchases of PV modules, which increases cumulative production of PV modules, and so on. We quantify the learning by doing multiplier effect with a cointegrating vector autoregression (CVAR) model that captures the simultaneous relation between the price for and cumulative production of PV modules. The learning by doing multiplier effect amplifies the static effects of learning by nearly a factor of ten and eliminates the simultaneous equation bias in previous estimates of unidirectional learning curves. This multiplier effect enhances the ability of policies, such as a carbon tax, to lower the costs of PV, increase cumulative production, and lower carbon emissions. Together, these results suggest that grid parity is closer than indicated by unidirectional learning curves.

减少二氧化碳排放在一定程度上取决于在没有政策干预的情况下,光伏电池的平准化电力成本(LCOE)实现电网平价的速度。通过边做边学来加速达到这一阈值,从而减少PV产生的LCOE。由此产生的成本降低产生了正反馈回路,并增加了对光伏的需求;但之前的分析忽略了这种反馈,因此忽略了一种关键的乘数学习效应,即增加光伏组件的累计产量会降低其价格,而较低的光伏组件价格会增加光伏组件购买量,从而增加光伏组件累计产量,等等。我们通过使用协积分向量自回归(CVAR)模型进行乘数效应来量化学习,该模型捕捉光伏组件的价格和累积产量之间的同时关系。边做边学的乘数效应将学习的静态效应放大了近十倍,并消除了先前单向学习曲线估计中的联立方程偏差。这种乘数效应增强了碳税等政策降低光伏成本、增加累计产量和降低碳排放的能力。总之,这些结果表明,网格奇偶性比单向学习曲线更接近。
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