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Development of a heterogeneous cobalt borate catalyst towards PMS activation
Conference paper

Development of a heterogeneous cobalt borate catalyst towards PMS activation

American Chemical Society
2022

Abstract

heterogeneous catalysis;advanced oxidation process;metal borate;Fenton catalyst
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" style="width:315pt; height:241.5pt" /></p> </div> </td> </tr> </tbody></table><p><span style="font-family:&quot;Times New Roman&quot;,serif">The development of transition metal borates and borides has gain significant research interest as electrocatalyst in hydrogen evolution reaction, oxygen reduction reaction, and oxygen evolution reaction.&nbsp; Their peculiar electrocatalytic activity could be attributed to the synergistic properties of the borate ligand and the redox active metal center.&nbsp; Previously, we have demonstrated the synthesis of C, N-doped iron (C, N-doped FeBO<sub>3</sub>)<sub> </sub>borate as a highly active photo-Fenton catalyst utilizing the &ldquo;free&rdquo; and abundant solar energy for environmental remediation. &nbsp;The C, N-doped FeBO<sub>3 </sub>exhibited 10-fold enhancement in degradation rate compared to iron oxides nanoparticles under simulated solar irradiation.&nbsp; However, iron-based Fenton catalysis still suffers from the limited pH window.&nbsp; Based on this work, we are developing cobalt borate as Fenton-like catalyst in catalyzing the oxidation of H<sub>2</sub>O<sub>2</sub> and peroxymonosulfate (PMS) at neutral pH.&nbsp; Advanced oxidation process (AOP) utilizing sulfate radicals has initiated a lot of optimism due to their higher oxidation potential, higher achievable radical formation yield, less dependence on operational parameters and PMS can be stored and transported at lower cost compared to hydrogen peroxide-based AOP.&nbsp; In this paper, we will present the synthesis of a semicrystalline cobalt borate and present their PMS activation activity towards the degradation of various dyes and antibiotics. We anticipated that the development of a single-component, low cost, and highly effective heterogeneous catalyst could meet the stability, simplicity and rapid treatment process that is required for industrial wastewater treatment.</span></p><p>&nbsp;</p>

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