<p>The proportion of renewable energy has increased in the context of zero-carbon targets, highlighting the need to explore its role in carbon emission reduction. This study first calculated Moran's I to assess the existence of spatial autocorrelation in carbon emissions. Next, the geographical detector method was employed to evaluate the contributions of six factors to the temporal-spatial dynamics of carbon emissions. Finally, the role of these factors in driving carbon emissions was assessed using the Spatial Durbin Model (SDM). The results indicate that carbon emissions exhibit significant spatial autocorrelation characteristics. The analysis revealed that private car ownership (q = 0.2993) emerged as the dominant driving force influencing the evolution of carbon emission patterns. Additionally, the interaction detector identified interaction links between pairs of factors as either enhanced and bivariate (EB) or enhanced and nonlinear (EN). The findings from the Spatial Durbin Model revealed an inverse U-shaped relationship between the expansion of renewable energy and carbon emission outcomes.</p>

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

How Renewable Energy Expansion Affects Carbon Emissions from the Perspective of Spatial Correlation—Evidence in China

  • Wenqi Wu,
  • Ming Li,
  • Yujia Wang,
  • Han Huang,
  • George Q. Huang

摘要

The proportion of renewable energy has increased in the context of zero-carbon targets, highlighting the need to explore its role in carbon emission reduction. This study first calculated Moran's I to assess the existence of spatial autocorrelation in carbon emissions. Next, the geographical detector method was employed to evaluate the contributions of six factors to the temporal-spatial dynamics of carbon emissions. Finally, the role of these factors in driving carbon emissions was assessed using the Spatial Durbin Model (SDM). The results indicate that carbon emissions exhibit significant spatial autocorrelation characteristics. The analysis revealed that private car ownership (q = 0.2993) emerged as the dominant driving force influencing the evolution of carbon emission patterns. Additionally, the interaction detector identified interaction links between pairs of factors as either enhanced and bivariate (EB) or enhanced and nonlinear (EN). The findings from the Spatial Durbin Model revealed an inverse U-shaped relationship between the expansion of renewable energy and carbon emission outcomes.