4.4 Article

A study of optimum aeration efficiency of a lab-scale air-diffused system

期刊

WATER AND ENVIRONMENT JOURNAL
卷 31, 期 3, 页码 432-439

出版社

WILEY
DOI: 10.1111/wej.12261

关键词

aeration efficiency; energy consumption; oxygen transfer; prediction

资金

  1. ITT
  2. University of Wisconsin - Milwaukee Research Growth Incentive (RGI) Program
  3. UWM Research Foundation Catalyst Grant

向作者/读者索取更多资源

Up to now, tremendous efforts have been devoted to modelling the oxygen transfer coefficient (k(L)a) for diffused aeration systems, while not considering the corresponding energy consumption. Enhancing k(L)a is favorable for an exemplary oxygenation process, but may come at the cost of greater energy withdrawal, an unwelcome tradeoff. Assessing the aeration efficiency (the rate of oxygen delivered per unit energy) reflects the overall effectiveness of an aeration process and guarantees a superior system performance. Presented here is a lab-scale study that investigates the effect of the orifice diameter, the airflow rate and the water column on the aeration efficiency. Various combinations of the studied parameters were tested using a cylindrical tank with a single orifice for air injection. An optimal performance of the aeration efficiency was observed at an orifice diameter of 0.3 mm when tested under 0.91 m water column and an airflow rate of 0.05 SLPM. Furthermore, a new empirical formula of aeration efficiency was established with a high correlation index (R-2=0.97) to allow preliminary prediction of aeration efficiency.

作者

我是这篇论文的作者
点击您的名字以认领此论文并将其添加到您的个人资料中。

评论

主要评分

4.4
评分不足

次要评分

新颖性
-
重要性
-
科学严谨性
-
评价这篇论文

推荐

Article Automation & Control Systems

Control of Spatial Wave Profiles in Finite Lattices of Repelling Magnets

H. Al Ba'ba'a, M. Nouh

JOURNAL OF DYNAMIC SYSTEMS MEASUREMENT AND CONTROL-TRANSACTIONS OF THE ASME (2019)

Article Multidisciplinary Sciences

Dispersion and topological characteristics of permutative polyatomic phononic crystals

H. Al Ba'ba'a, M. Nouh, T. Singh

PROCEEDINGS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES (2019)

Article Materials Science, Multidisciplinary

Emergence of Pseudo-Phononic Gaps in Periodically Architected Pendulums

Hasan Al Ba'ba'a, Jesse Callanan, Mostafa Nouh

FRONTIERS IN MATERIALS (2019)

Article Physics, Applied

Uncertainty quantification of tunable elastic metamaterials using polynomial chaos

H. Al Ba'ba'a, S. Nandi, T. Singh, M. Nouh

JOURNAL OF APPLIED PHYSICS (2020)

Article Multidisciplinary Sciences

Sharkskin-Inspired Magnetoactive Reconfigurable Acoustic Metamaterials

Kyung Hoon Lee, Kunhao Yu, Hasan Al Ba'ba'a, An Xin, Zhangzhengrong Feng, Qiming Wang

RESEARCH (2020)

Article Engineering, Mechanical

Elastically-supported lattices for tunable mechanical topological insulators

Hasan Al Ba'ba'a, Kunhao Yu, Qiming Wang

EXTREME MECHANICS LETTERS (2020)

Article Multidisciplinary Sciences

Enabling novel dispersion and topological characteristics in mechanical lattices via stable negative inertial coupling

H. Al Ba'ba'a, X. Zhu, Q. Wang

Summary: This study introduces a class of architected inertial metamaterials (AIMs) to address the inherent inability of mechanical topological systems to exhibit negative elastic or inertial couplings. The potential of AIMs is demonstrated through three examples, showing their ability to design mechanical lattices with novel topological and dispersion traits.

PROCEEDINGS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES (2021)

Article Instruments & Instrumentation

Piezoelectric metastructures for simultaneous broadband energy harvesting and vibration suppression of traveling waves

Z. Lin, H. Al Ba'ba'a, S. Tol

Summary: This paper investigates an electromechanical metastructure for harvesting and attenuation of traveling wave energy. The metastructure is capable of achieving maximum energy conversion and vibration mitigation through locally-resonant and Bragg band gaps. Experimental results validate the theoretical models and applicability of the proposed metastructure.

SMART MATERIALS AND STRUCTURES (2021)

Article Physics, Applied

Metadamping enhancement and tunability via scissor-like electromechanical metamaterials

Hasan Al Ba'ba'a, Zhenkun Lin, Serife Tol

Summary: This study reports a novel electromechanical metamaterial called SEMM, which utilizes its electromechanical resonant effects to achieve enhanced and tunable damping properties. The scissor-like structure in SEMM amplifies the damping ratio through a displacement amplification mechanism, improving vibration mitigation. By quantifying the relative dissipation performance based on complex band structures, SEMM demonstrates higher damping performance compared to traditional systems through numerical verification and analysis. The electromechanical nature of piezoelectric material in SEMM allows for convenient tuning of the damping properties by adjusting the piezoelectric shunting circuit.

JOURNAL OF APPLIED PHYSICS (2021)

Article Chemistry, Multidisciplinary

Magnetoactive Acoustic Topological Transistors

Kyung Hoon Lee, Hasan Al Ba'ba'a, Kunhao Yu, Ketian Li, Yanchu Zhang, Haixu Du, Sami F. Masri, Qiming Wang

Summary: This study presents a magnetoactive acoustic topological transistor that can switch on and off topological states and reconfigure topological edges using external magnetic fields. By tuning the air-cavity volumes within acoustic chambers and utilizing a non-topological band gap, the switching of topological transport and the construction of topological field-effect waveguides and wave regulators are demonstrated.

ADVANCED SCIENCE (2022)

Article Multidisciplinary Sciences

Theory of Truncation Resonances in Continuum Rod-Based Phononic Crystals with Generally Asymmetric Unit Cells

Hasan B. B. Al Ba'ba'a, Carson L. Willey, Vincent W. W. Chen, Abigail T. Juhl, Mostafa Nouh

Summary: This paper investigates the vibrational spectrum of finite phononic crystals in the form of one-dimensional rods and explains the factors that contribute to the origination of truncation resonances. By identifying a unit cell symmetry parameter, a family of finite phononic rods is defined. A transfer matrix method is utilized to derive closed-form expressions of the characteristic equations governing the natural frequencies and decipher the truncation resonances. This study establishes concrete connections between the localized vibrations, boundary conditions, and the configuration of the truncated chain, providing tools for predicting, tuning, and selectively designing truncation resonances.

ADVANCED THEORY AND SIMULATIONS (2023)

Article Acoustics

Brillouin-zone definition in non-reciprocal Willis monatomic lattices

Hasan B. Al Ba'ba'a

Summary: The definition of Brillouin zone (BZ) in a class of non-reciprocal Willis monatomic lattices (WMLs) is quantitatively analyzed. It is found that BZ boundaries only shift in response to non-reciprocity in one-dimensional WMLs, resulting in a constant BZ width. The dispersion diagrams exhibit unequal wavenumber ranges for forward and backward going waves. A similar phenomenon is observed in square WMLs, where shifted and irregularly shaped BZs emerge while maintaining constant areas regardless of non-reciprocity strength.

JASA EXPRESS LETTERS (2023)

Article Acoustics

Designing Topological Acoustic Lattices via Electroacoustic Analogies

Hasan B. Al Ba'ba'a, Kyung Hoon Lee, Qiming Wang

Summary: This article demonstrates the potential of using electroacoustic analogies to design topological acoustic lattices and compares it with the full three-dimensional model. The established analytical framework is of great importance for designing acoustic topological insulators with minimal computational cost.

JOURNAL OF VIBRATION AND ACOUSTICS-TRANSACTIONS OF THE ASME (2023)

Article Materials Science, Multidisciplinary

Existence of corner modes in elastic twisted kagome lattices

Hrishikesh Danawe, Heqiu Li, Hasan Al Ba'ba'a, Serife Tol

Summary: This research investigates the emergence of special corner modes in elastic twisted kagome lattices, which are localized at specific corners independent of the overall shape. The existence of these modes is attributed to charge accumulation at the boundary, confirmed by the charge distribution plot in a finite lattice.

PHYSICAL REVIEW B (2021)

Proceedings Paper Medicine, Research & Experimental

Interpreting phononic Bragg band gaps through finite system dynamics and transfer functions

H. Al Ba'ba'a, T. Singh, M. Nouh

HEALTH MONITORING OF STRUCTURAL AND BIOLOGICAL SYSTEMS XII (2018)

暂无数据