Preparation,Modification And CO2 Adsorption Of Li4SiO4 Using KIT-6 As Silicon Source | | Posted on:2022-03-16 | Degree:Master | Type:Thesis | | Country:China | Candidate:Y Yuan | Full Text:PDF | | GTID:2491306521451554 | Subject:Environmental Science and Engineering | | Abstract/Summary: | PDF Full Text Request | | Global warming caused by the release of large amounts of carbon dioxide(CO2)from the burning of fossil fuels has become one of the most serious environmental problems at present.Lithium orthosilicate(Li4SiO4)has been regarded as a promising CO2 high-temperature solid adsorbent due to its high theoretical adsorption capacity and low regeneration temperature.However,the low CO2 concentration in factory flue gas(<20 vol%)leads to the less adsorption rate and poor adsorption capacity of Li4SiO4 under this condition.Therefore,improving the adsorption performance of Li4SiO4 in the atmosphere of low CO2 concentration has become the focus of research.In this paper,KIT-6 was used as the silicon source to prepare Li4SiO4adsorbent(KIT-6-Li4SiO4),and then modified by metal cation eutectic doping and alkali metal carbonate mechanical doping.The adsorbents were characterized by X-ray diffraction(XRD),scanning electron microscopy(SEM),low temperature N2 adsorption/desorption,and the CO2adsorption capacity of the adsorbents was investgated.The main conclusions are as follows:(1)KIT-6 mesoporous silica was synthesized by hydrothermal method and KIT-6-Li4SiO4high temperature adsorbent was prepared by impregnation precipitation method.Compared with gas phase SiO2,high purity Li4SiO4 could be obtained at lower calcination temperature and shorter calcination duration by KIT-6 as the precursor,and can broaden the effective adsorption temperature range of CO2.The optimal adsorption capacity of each adsorbent appeared at 600℃.After 5 cycles of adsorption-desorption,the adsorption capacity decreased by 13.3%to 37.4%.(2)Ca2+and Na+eutectic doped KIT-6-Li4SiO4(KL)adsorbents were synthesisd by impregnation precipitation method.The addition of Ca2+changed the crystal morphology of Li4SiO4 and reduced the grain size.Doped Na+was involved in the formation of Li4SiO4 and replaced Li+in the crystal lattice.The specific surface area and pore volume of Li4SiO4 were not the main factors affecting CO2 adsorption performance.The maximum adsorption capacity(29.17 wt%)was obtained when the doping amount of Ca2+was x=0.03,and the maximum adsorption capacity(35.35 wt%)was obtained when the doping amount of Na+was x=0.06.The optimal adsorption temperature for both of them was 600℃.After 10 cycles of adsorption/desorption,the adsorption capacity of KL-Ca0.03 decreased by 38.8%,while the adsorption capacity of KL-Na0.06 increased first and then decreased.(3)Na2CO3 and K2CO3 mechanically doped KIT-6-Li4SiO4 adsorbents were prepared by impregnation method.At 600℃,the maximum adsorption capacity of the modified material was 32.59 wt%when the doping amount of Na2CO3 was x=5 wt%,and 31.78 wt%when the doping amount of K2CO3 was x=10 wt%.Alkali-metal carbonate doping could increase the surface porosity of the modified materials in the process of cyclic adsorption/desorption and improved the recycling performance.(4)The adsorption capacity of KIT-6-Li4SiO4-Na0.06-Na2CO3(5 wt%),modified by Na+and Na2CO3 co-doping,was 36.50 wt%at 600℃,which reached 99.4%of the theoretical adsorption capacity.The co-doping increased the ion diffusion rate at higher temperature and the adsorption capacity of the single-doping modified adsorbents greatly.The two methods had a synergistic effect,which improved the adsorption rate,adsorption capacity,effective adsorption temperature range and cycle stability of the materials.(5)The double exponential model had a high degree of fit for the adsorption of CO2 by Li4SiO4.The higher temperature was beneficial to the surface adsorption of CO2,and the diffusion process of Li+and O2-was the limiting step for the CO2 adsorption of Li4SiO4. | | Keywords/Search Tags: | Li4SiO4 adsorbent, CO2 adsorption, eutectic doping, mechanical doping, double exponential model | PDF Full Text Request | Related items |
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