PASSIVE ATMOSPHERIC WATER HARVESTING UTILIZING AN ANCIENT CHINESE INK SLAB

Chun-Hui He, Chao Liu, Ji-Huan He, Ali Heidari Shirazi, Hamid Mohammad-Sedighi

DOI Number
10.22190/FUME201203001H
First page
229
Last page
239

Abstract


Extraction of atmospheric water using a passive mechanism instead of a complex and advanced equipment has become an emerging subject. There is a clear record in MengxiBitan by Shen Kuo(1031~1095) that an ink slab has the ability to collect water from the air. Its mechanism is exactly similar to the Fangzhu [1], a recently investigated device for atmospheric water harvesting (AWH). Based on the Fangzhu device, a mathematical model for the AWH mechanism in ink slab-like materials is suggested. Using He’s frequency formulation and two-scale fractal derivatives the possible working mechanism of ink slab-like materials is investigated. The potential applications of ink slab-like structures for AWH in interior and exterior architecture are also presented and discussed. It is revealed that efficiency of the slabs highly depends on velocity and temperature of the flowing air and also its low-frequency characteristics.

Keywords

Nanotechnology, Chinese Civilization, MengxiBitan, Fangzhu, Fractal Oscillator, Two-scale Fractal Derivative

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References


He, C.-H., He, J.-H., Sedighi, H.M., 2020, Fangzhu (方诸): An ancient Chinese nanotechnology for water collection from air: History, mathematical insight, promises, and challenges, Mathematical Methods in the Applied Sciences, https://doi.org/10.1002/mma.6384.

Jiao, M., Yao, Y., Chen, C., Jiang, B., Pastel, G., Lin, Z., Wu, Q., Cui, M., He, S., Hu, L., 2020, Highly efficient water treatment via a wood-based and reusable filter, ACS Materials Letters, 2(4), pp.430-437.

Zhao, F., Guo, Y., Zhou, X., Shi, W., Yu, G., 2020, Materials for solar-powered water evaporation, Nature Reviews Materials, 5(5), pp.388-401.

Fritzmann, C., Löwenberg, J., Wintgens, T., Melin, T., 2007, State-of-the-art of reverse osmosis desalination, Desalination, 216(1-3), pp.1-76.

Tu, Y., Wang, R., Zhang, Y., Wang, J, 2018, Progress and expectation of atmospheric water harvesting, Joule, 2, pp.1452−1475.

Zhao, F., Zhou, X., Liu, Y., Shi, Y., Dai, Y., Yu, G., 2019, Super moisture-absorbent gels for all-weather atmospheric water harvesting, Advanced Materials, 31, 1806446.

Andrews, H., Eccles, E., Schofield, W., Badyal, J., 2011, Threedimensional hierarchical structures for fog harvesting, Langmuir, 27, pp.3798−3802.

Gurera, D., Bhushan, B., 2020, Passive water harvesting by desert plants and animals: lessons from nature, Philosophical Transactions A, 378, https://doi.org/10.1098/rsta.2019.0444.

Comanns, P., 2018, Correction: passive water collection with the integument: mechanisms and their biomimetic potential, The Journal of Experimental Biology, 221(11), p.185694,

Wang, K.L., 2020, Effect of Fangzhu’snano-scale surface morphology on water collection, Mathematical Methods in the Applied Sciences, https://doi.org/10.1002/mma.6569.

He, J.-H., El-Dib, Y.O., 2020, Homotopy perturbation method for Fangzhu oscillator, Journal of Mathematical Chemistry, 58(10), pp. 2245–2253.

Akgül, A., Ahmad, H., 2020, Reproducing kernel method for Fangzhu’s oscillator for water collection from air, Mathematical Methods in the Applied Sciences, https://doi.org/10.1002/mma.6853.

Cveticanin., L., Zukovic, M., Cveticanin, D., 2018, Influence of nonlinear subunits on the resonance frequency band gaps of acoustic metamaterial, Nonlinear Dynamics, 93, pp. 1341–1351.

Jin, X., Liu, M., Pan, F., Li, Y., Fan, J., 2019, Low frequency of a deforming capillary vibration, part 1: Mathematical model, Journal of Low Frequency Noise, Vibration and Active Control, 38(3-4), pp.1676-1680.

He, J., Jin, X., 2020, A short review on analytical methods for the capillary oscillator in a nanoscale deformable tube, Mathematical Methods in the Applied Sciences, https://doi.org/10.1002/mma.6321.

Anjum, N., He, J.-H.,2020, Two modifications of the homotopy perturbation method for ‎nonlinear oscillators, Journal of Applied and Computational Mechanics, 6, pp. 1420-1425.

Ahmad, H., Khan, T.A., Stanimirovic, P. S., 2020,Modified variational iteration technique for the numerical ‎solution of fifth order KdV-type equations, Journal of Applied and Computational Mechanics, 6, pp. 1220-1227.

He, J.-H., 2020, A simple approach to Volterra-Fredholm integral equations, Journal of Applied and Computational Mechanics, 6, pp. 1184-1186.

He, J.-H., 2019, The simplest approach to nonlinear oscillators, Results in Physics, 15, 102546.

He, J.-H., 2019, The simpler, the better: analytical methods for nonlinear oscillators and fractional oscillators, Journal of Low Frequency Noise, Vibration and Active Control, 38(3–4), pp. 1252–1260.

He, J.-H., Anjum, N., Skrzypacz. P.S., 2021, A variational principle for a nonlinear oscillator arising in the ‎microelectromechanical system, Journal of Applied and Computational Mechanics, 7(1), pp. 78-83.

He, J.-H., 2007, Variational approach for nonlinear oscillators. Chaos Solitons & Fractal, 34, pp. 1430–1439.

Li, X.-X., He, J.-H., 2019, Nanoscale adhesion and attachment oscillation under the geometric potential. Part 1: The formation mechanism of nanofiber membrane in the electrospinning, Results in Physics, 12, pp. 1405–1410.

Ren, Z.-Y., 2018, The frequency-amplitude formulation with ω4 for fast insight into a nonlinear oscillator, Results in Physics, 11, pp. 1052–1053.

He, C.-H., Wang, J.-H., Yao, S.-W., 2019, A complement to period/frequency estimation of a nonlinear oscillator, Journal of Low Frequency Noise, Vibration and Active Control, 38(3–4), pp. 992–995.

Wang, Y., An, J.-Y., 2019, Amplitude–frequency relationship to a fractional Duffing oscillator arising in microphysics and tsunami motion,Journal of Low Frequency Noise, Vibration and Active Control, 38(3–4), pp. 1008–1012.

Ren, Z.-F., Hu, G.-F., 2019, He’s frequency–amplitude formulation with average residuals for nonlinear oscillators, Low Journal of Low Frequency Noise, Vibration and Active Control, 38(3–4), pp. 1050–1059.

Wang, Q., Shi, X., Li, Z., 2019, A short remark on Ren–Hu’s modification of He’s frequency–amplitude formulation and the temperature oscillation in a polar bear hair,Journal of Low Frequency Noise, Vibration and Active Control, 38(3–4), pp. 1374–1377.

Ren, Z.-F., Hu, G.-F., 2019,Discussion on the accuracies of He’s frequency–amplitude formulation and its modification with average residuals, Journal of Low Frequency Noise, Vibration and Active Control, 38(3–4), pp. 1713–1715.

Abro,K.A., Laghari, M.H.,Gómez-Aguilar, J.F.,2020, Application of Atangana-Baleanufractional derivative to ‎carbon nanotubes based non-newtoniannanofluid: ‎applications in nanotechnology, Journal of Applied and Computational Mechanics, 6, pp. 1260–1269.

He, J.-H., Ain, Q.-T., 2020, New promises and future challenges of fractal calculus: From two-scale thermodynamics to fractal variational principle, Thermal Science, 24(2 Part A), pp. 659–681.

Ain, Q. T., He, J.-H., 2019, On two-scale dimension and its applications, Thermal Science, 23(3 Part B), pp. 1707–1712.

He, J.-H., 2018, Fractal calculus and its geometrical explanation, Results in Physics, 10, pp. 272–276.


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