Three-dimensional urban wind field construction plays an important role not only in the analysis of pedestrian levels of comfort but also in the effectiveness of harnessing wind energy in an urban environment. However, it is challenging to accurately simulate urban wind flow due to the complex land use in urban environments. In this study, a three-dimensional numerical model was developed for urban wind flow construction. To obtain an accurate urban wind field, various turbulence models, including the Reynolds Stress Model (RSM), Shear-Stress Transport (SST) k-ω, realizable k-ε, and Re-Normalization Group (RNG) k-ε models were tested. Simulation results were compared with experimental data in the literature. The RSM model showed promising potential in simulating urban wind flow. The model was then adopted to simulate urban wind flow for Purdue University Northwest, which is located in the Northwest Indiana urban region. Based on the simulation results, the optimal location was identified for urban wind turbine siting and the wind comfort was analyzed in the walk sides between the buildings.

Aeroelasticidade não linear é uma área multidisciplinar e importante em engenharia aeronáutica e aeroespacial. Aeroelasticidade é o estudo do mecanismo de interação entre os esforços aerodinâmicos e dinâmico-estruturais. Os avanços nas técnicas de CFD se concentram nas aplicações de problemas aerodinâmicos cada vez mais complexos, como os fenômenos associados com a formação e movimento das ondas de choque em escoamentos transônicos e escoamentos separados. Com os desenvolvimentos dos códigos de CFD, o tratamento de problemas aeroelásticos por meio de abordagens computacionais é denominado aeroelasticidade computacional. O objetivo deste trabalho é apresentar uma análise dos efeitos não lineares em aeroelasticidade no domínio do tempo em regime transônico. A metodologia proposta pretende investigar os efeitos não lineares em aerofólios onde são consideradas as não linearidades estruturais e aerodinâmicas. Neste trabalho as não linearidades aerodinâmicas estão associadas à formação e ao passeio das ondas de choque. Nesta situação, verifica-se que a fronteira de ocorrência de flutter é degradada rapidamente na faixa de vôo transônico, onde este fenômeno é denominado de depressão transônica. Dois códigos de CFD foram considerados, ambos baseados na formulação de Euler. Para a solução do sistema aeroelástico no domínio do tempo é aplicado o método Runge-Kutta combinado com o código de CFD. Neste caso, o código de CFD não estacionário é construído em um contexto de malhas não estruturadas. Esta consiste da primeira análise aeroelástica através da metodologia de marcha no tempo utilizando este código de CFD. As respostas aeroelásticas se concentram particularmente para o aerofólio NACA0012 através da história no tempo e retrato de fase para investigar os efeitos típicos não lineares como oscilações em ciclos limite, assim como, são construídas as fronteiras de flutter. Para o cálculo direto da fronteira de flutter é utilizado o código da análise de bifurcação de Hopf, onde o modelo de CFD é baseado no contexto de malhas estruturadas. Em trabalhos anteriores com este código foram obtidas as fronteiras do flutter em perfis e asas simétricos com modelos estruturais lineares. Este trabalho apresenta a primeira análise deste código considerando o modelo estrutural não linear. As não linearidades estruturais concentradas mostraram ter um efeito significativo na resposta aeroelástica podendo ser observadas as oscilações em ciclos limite abaixo da fronteira de flutter. As metodologias de marcha no tempo e análise de bifurcação de Hopf foram comparadas e os resultados apresentaram boa concordância. Isto comprovou a confiabilidade das duas metodologias na análise dos efeitos não lineares em aeroelasticidade. As análises de marcha no tempo com o modelo estrutural não linear também foram realizadas após a ocorrência do flutter e sua influência nas oscilações em ciclos limite foram observadas. / Nonlinear aeroelasticity is a multidisciplinary field, that is important in aeronautics and aerospace engineering. Aeroelasticity can be defined as the science which studies the mutual interaction between aerodynamic and dynamic forces. Computational fluid dynamics (CFD) has matured to the point where it is being applied to complex problems in external aerodynamics, particulary for phenomena associated with shock motions or separation. These two observations have motivated the development of CFD-based aeroelastic simulation, a fiel now being called computational aeroelasticity. The nonlinearities in the aeroelastic analysis are divided into aerodynamic and structural ones. The aim of this work is concerned with an application of time domain analysis for aeroelastic problems in a transonic flow. The methodology here proposed is to present an investigation on the effects of nonlinearities on airfoil flutter where both aerodynamic and structural concentrated nonlinearities are considered. In this work the aerodynamic nonlinearity arises from the presence of shock waves in transonic flows. In this situation, the unsteady forces generated by motion of the shock wave have been shown to destabilize single degree-of-freedom airfoil pitching motion and affect the bending-torsional flutter by lowering the flutter speed at the so-called transonic dip phenomenon. Two CFD tools are employed in the present work and they are based on the Euler formulation. To solve the aeroelastic problem the Runge-Kutta method is applied combined with the CFD code. In this case, the unsteady CFD tool solves flows in the an unstructured computational domain discretisation. This CFD tool had never been used for time domain aeroelastic analysis before. The responses concerned particularly the NACA0012 airfoil by investigating flutter boundary and typical LCO nonlinear effects from phase plane. For direct flutter boundary calculation, Hopf bifurcation analysis is employed, where the CFD code is based on structured grids for computation domain discretisation. Previous work has demonstrated the scheme for both symmetric airfoil and wing with linear structural model. The current work presents the first investigations of the structural nonlinearities effects with the method. The concentrated nonlinearities show to have significant effects on the aeroelastic responses and to provide limit cycle oscillation (LCO) below the flutter speed. Time marching analysis is performed and compared with direct calculation of Hopf bifurcation points. The results agree well and these computational tools have shown to be powerful to analyse nonlinear effects in aeroelasticity. Post bifurcation behavior is analysed to show influence of nonlinear structural terms on LCO with the time marching solver.

Aeroelasticidade não linear é uma área multidisciplinar e importante em engenharia aeronáutica e aeroespacial. Aeroelasticidade é o estudo do mecanismo de interação entre os esforços aerodinâmicos e dinâmico-estruturais. Os avanços nas técnicas de CFD se concentram nas aplicações de problemas aerodinâmicos cada vez mais complexos, como os fenômenos associados com a formação e movimento das ondas de choque em escoamentos transônicos e escoamentos separados. Com os desenvolvimentos dos códigos de CFD, o tratamento de problemas aeroelásticos por meio de abordagens computacionais é denominado aeroelasticidade computacional. O objetivo deste trabalho é apresentar uma análise dos efeitos não lineares em aeroelasticidade no domínio do tempo em regime transônico. A metodologia proposta pretende investigar os efeitos não lineares em aerofólios onde são consideradas as não linearidades estruturais e aerodinâmicas. Neste trabalho as não linearidades aerodinâmicas estão associadas à formação e ao passeio das ondas de choque. Nesta situação, verifica-se que a fronteira de ocorrência de flutter é degradada rapidamente na faixa de vôo transônico, onde este fenômeno é denominado de depressão transônica. Dois códigos de CFD foram considerados, ambos baseados na formulação de Euler. Para a solução do sistema aeroelástico no domínio do tempo é aplicado o método Runge-Kutta combinado com o código de CFD. Neste caso, o código de CFD não estacionário é construído em um contexto de malhas não estruturadas. Esta consiste da primeira análise aeroelástica através da metodologia de marcha no tempo utilizando este código de CFD. As respostas aeroelásticas se concentram particularmente para o aerofólio NACA0012 através da história no tempo e retrato de fase para investigar os efeitos típicos não lineares como oscilações em ciclos limite, assim como, são construídas as fronteiras de flutter. Para o cálculo direto da fronteira de flutter é utilizado o código da análise de bifurcação de Hopf, onde o modelo de CFD é baseado no contexto de malhas estruturadas. Em trabalhos anteriores com este código foram obtidas as fronteiras do flutter em perfis e asas simétricos com modelos estruturais lineares. Este trabalho apresenta a primeira análise deste código considerando o modelo estrutural não linear. As não linearidades estruturais concentradas mostraram ter um efeito significativo na resposta aeroelástica podendo ser observadas as oscilações em ciclos limite abaixo da fronteira de flutter. As metodologias de marcha no tempo e análise de bifurcação de Hopf foram comparadas e os resultados apresentaram boa concordância. Isto comprovou a confiabilidade das duas metodologias na análise dos efeitos não lineares em aeroelasticidade. As análises de marcha no tempo com o modelo estrutural não linear também foram realizadas após a ocorrência do flutter e sua influência nas oscilações em ciclos limite foram observadas. / Nonlinear aeroelasticity is a multidisciplinary field, that is important in aeronautics and aerospace engineering. Aeroelasticity can be defined as the science which studies the mutual interaction between aerodynamic and dynamic forces. Computational fluid dynamics (CFD) has matured to the point where it is being applied to complex problems in external aerodynamics, particulary for phenomena associated with shock motions or separation. These two observations have motivated the development of CFD-based aeroelastic simulation, a fiel now being called computational aeroelasticity. The nonlinearities in the aeroelastic analysis are divided into aerodynamic and structural ones. The aim of this work is concerned with an application of time domain analysis for aeroelastic problems in a transonic flow. The methodology here proposed is to present an investigation on the effects of nonlinearities on airfoil flutter where both aerodynamic and structural concentrated nonlinearities are considered. In this work the aerodynamic nonlinearity arises from the presence of shock waves in transonic flows. In this situation, the unsteady forces generated by motion of the shock wave have been shown to destabilize single degree-of-freedom airfoil pitching motion and affect the bending-torsional flutter by lowering the flutter speed at the so-called transonic dip phenomenon. Two CFD tools are employed in the present work and they are based on the Euler formulation. To solve the aeroelastic problem the Runge-Kutta method is applied combined with the CFD code. In this case, the unsteady CFD tool solves flows in the an unstructured computational domain discretisation. This CFD tool had never been used for time domain aeroelastic analysis before. The responses concerned particularly the NACA0012 airfoil by investigating flutter boundary and typical LCO nonlinear effects from phase plane. For direct flutter boundary calculation, Hopf bifurcation analysis is employed, where the CFD code is based on structured grids for computation domain discretisation. Previous work has demonstrated the scheme for both symmetric airfoil and wing with linear structural model. The current work presents the first investigations of the structural nonlinearities effects with the method. The concentrated nonlinearities show to have significant effects on the aeroelastic responses and to provide limit cycle oscillation (LCO) below the flutter speed. Time marching analysis is performed and compared with direct calculation of Hopf bifurcation points. The results agree well and these computational tools have shown to be powerful to analyse nonlinear effects in aeroelasticity. Post bifurcation behavior is analysed to show influence of nonlinear structural terms on LCO with the time marching solver.

O estudo de métodos de modelagem de escoamentos aerodinâmicos em regime transônico é de grande importância para a engenharia aeronáutica. O maior desafio no tratamento desses escoamentos está na sua característica não linear devido aos efeitos de compressibilidade e formação de ondas de choque. Tais efeitos não lineares influenciam no desempenho de superfícies aerodinâmicas em geral, bem como são responsáveis pelo aparecimento de fenômenos danosos para a resposta aeroelástica de aeronaves. O equacionamento para esses tipos de escoamentos pode ser obtido via as equações básicas da mecânica dos fluidos. No entanto, apenas soluções numéricas de tais equações são possíveis de ser obtidas de forma prática no presente momento. Para o caso específico do tratamento de problemas transônicos, as equações de Euler formam um conjunto de equações diferenciais a derivadas parciais capazes de capturar os efeitos não lineares de escoamentos compressíveis, porém os efeitos da viscosidade não são levados em consideração. O objetivo desse trabalho é implementar uma rotina computacional capaz de resolver numericamente escoamentos em regime transônico em torno de aerofólios. Para isso as equações de Euler não lineares são utilizadas e o campo de fluido ao redor de um perfil aerodinâmico é discretizado pelo método das diferenças finitas. Uma malha estruturada do tipo C discretizando o fluido ao redor de um aerofólio NACA0012 é considerada. A metodologia para solução numérica é baseada no método explícito de MacCormack de segunda ordem de precisão no tempo e espaço. Baseados na aproximação upwind, termos de dissipação artificial com coeficientes não lineares também são adicionados ao método. A solução do escoamento transônico estacionário ao redor do aerofólio NACA0012 é obtida e as principais propriedades do escoamento são apresentadas. Observa-se a formação de ondas de choque através de contornos de número de Mach ao redor do aerofólio. Gráficos das distribuições de pressão no intra e extradorso do aerofólio são mostrados, onde se identificam aos efeitos da brusca variação de pressão devido as ondas de choque. Os resultados são validados com valores de distribuição de pressão para o mesmo aerofólio encontradas na literatura técnica. Os resultados obtidos combinam bem com os fornecidos em códigos computacionais para solução do mesmo problema aerodinâmico / The study of aerodynamic modeling methods for the transonic flow regime is of great importance in aeronautical engineering. Major challenge on the treatment of those flows is on their nonlinear features due to compressibility effects and shock waves (appearance). Such nonlinear effects present a strong influence on aerodynamic performance, as well as they are responsible for harmful aeroelastic response phenomena in aircraft. Equations for transonic flows can be obtained from the basic fluid mechanic equations. However, only numerical methods are able to attain practical solutions for those set of differential equations at the present moment. For the specific case of treating transonic flow problems, the nonlinear Euler equations provide a set of partial differential equations with features to capture nonlinear effects of typical compressible flows, despite of not accounting for viscous flows effects. The aim of this work is to implement a computational routine for the numerical solution of transonic flows around airfoils. The Euler equations are used and the flow field around a aerodynamic profile is discretized by finite difference method. A C-type structured mesh is used to discretize the flow around a NACA0012 airfoil. The methodology for numerical solution is based on the explicit MacCormack method which has second order accuracy in time and space. Based on the upwind approximation, artificial dissipation with nonlinear coefficients is incorporated to the method. The steady transonic flow around the NACA0012 airfoil numerical solution is assessed and the main flow properties are presented. Shock wave structure can also be observed by means of the Mach number contours around the airfoil. Pressure distributions on upper and lower surfaces for different flow conditions are also shown, thereby allowing the observation of the effects of the abrupt pressure change due to shock waves. The results are validated using data presented in the technical literature. The present code solutions agree well with the solution obtained in other computational codes used for the same problem

O estudo de métodos de modelagem de escoamentos aerodinâmicos em regime transônico é de grande importância para a engenharia aeronáutica. O maior desafio no tratamento desses escoamentos está na sua característica não linear devido aos efeitos de compressibilidade e formação de ondas de choque. Tais efeitos não lineares influenciam no desempenho de superfícies aerodinâmicas em geral, bem como são responsáveis pelo aparecimento de fenômenos danosos para a resposta aeroelástica de aeronaves. O equacionamento para esses tipos de escoamentos pode ser obtido via as equações básicas da mecânica dos fluidos. No entanto, apenas soluções numéricas de tais equações são possíveis de ser obtidas de forma prática no presente momento. Para o caso específico do tratamento de problemas transônicos, as equações de Euler formam um conjunto de equações diferenciais a derivadas parciais capazes de capturar os efeitos não lineares de escoamentos compressíveis, porém os efeitos da viscosidade não são levados em consideração. O objetivo desse trabalho é implementar uma rotina computacional capaz de resolver numericamente escoamentos em regime transônico em torno de aerofólios. Para isso as equações de Euler não lineares são utilizadas e o campo de fluido ao redor de um perfil aerodinâmico é discretizado pelo método das diferenças finitas. Uma malha estruturada do tipo C discretizando o fluido ao redor de um aerofólio NACA0012 é considerada. A metodologia para solução numérica é baseada no método explícito de MacCormack de segunda ordem de precisão no tempo e espaço. Baseados na aproximação upwind, termos de dissipação artificial com coeficientes não lineares também são adicionados ao método. A solução do escoamento transônico estacionário ao redor do aerofólio NACA0012 é obtida e as principais propriedades do escoamento são apresentadas. Observa-se a formação de ondas de choque através de contornos de número de Mach ao redor do aerofólio. Gráficos das distribuições de pressão no intra e extradorso do aerofólio são mostrados, onde se identificam aos efeitos da brusca variação de pressão devido as ondas de choque. Os resultados são validados com valores de distribuição de pressão para o mesmo aerofólio encontradas na literatura técnica. Os resultados obtidos combinam bem com os fornecidos em códigos computacionais para solução do mesmo problema aerodinâmico / The study of aerodynamic modeling methods for the transonic flow regime is of great importance in aeronautical engineering. Major challenge on the treatment of those flows is on their nonlinear features due to compressibility effects and shock waves (appearance). Such nonlinear effects present a strong influence on aerodynamic performance, as well as they are responsible for harmful aeroelastic response phenomena in aircraft. Equations for transonic flows can be obtained from the basic fluid mechanic equations. However, only numerical methods are able to attain practical solutions for those set of differential equations at the present moment. For the specific case of treating transonic flow problems, the nonlinear Euler equations provide a set of partial differential equations with features to capture nonlinear effects of typical compressible flows, despite of not accounting for viscous flows effects. The aim of this work is to implement a computational routine for the numerical solution of transonic flows around airfoils. The Euler equations are used and the flow field around a aerodynamic profile is discretized by finite difference method. A C-type structured mesh is used to discretize the flow around a NACA0012 airfoil. The methodology for numerical solution is based on the explicit MacCormack method which has second order accuracy in time and space. Based on the upwind approximation, artificial dissipation with nonlinear coefficients is incorporated to the method. The steady transonic flow around the NACA0012 airfoil numerical solution is assessed and the main flow properties are presented. Shock wave structure can also be observed by means of the Mach number contours around the airfoil. Pressure distributions on upper and lower surfaces for different flow conditions are also shown, thereby allowing the observation of the effects of the abrupt pressure change due to shock waves. The results are validated using data presented in the technical literature. The present code solutions agree well with the solution obtained in other computational codes used for the same problem

Die Veranstaltung widmete sich mit der Borverdünnung in Druckwasserreaktoren bzw. mit der Verstopfung der Sumpfansaugsiebe durch freigesetztes Isolationsmaterial schwerpunktmäßig zwei Themen der Reaktorsicherheit, die auch in aktuellen Aufsichtsverfahren eine Rolle spielen. Eingebettet in den internationalen Kontext wollten die Veranstalter die sicherheitstechnische Bedeutung dieser Themen für die deutschen Anlagen beleuchten und die Auswirkungen auf die zu erbringenden Sicherheitsnachweise und den Anlagenbetrieb darstellen. Dabei kamen Gutachter, Vertreter der Forschung, Hersteller und Betreiber gleichermaßen zu Wort. Der Fachtag sollte den Teilnehmern aber insbesondere vermitteln, welche Beiträge die privat und öffentlich finanzierte Reaktorsicherheitsforschung zur Aufklärung der jeweiligen Ereignisabläufe und ihrer sicherheitstechnischen Bedeutung geleistet hat. In diesem Forschungskontext spielen, auch international, die Methoden der so genannten Computational Fluid Dynamics (CFD) eine zunehmende Rolle. Deshalb widmete sich eine Sitzung den Grundlagen, Möglichkeiten und Grenzen von CFD-Methoden. Dabei wurden u.a. Anwendungen zur Borvermischung und zum Verhalten von Mineralwolle im Sumpf präsentiert.

Die Veranstaltung widmete sich mit der Borverdünnung in Druckwasserreaktoren bzw. mit der Verstopfung der Sumpfansaugsiebe durch freigesetztes Isolationsmaterial schwerpunktmäßig zwei Themen der Reaktorsicherheit, die auch in aktuellen Aufsichtsverfahren eine Rolle spielen. Eingebettet in den internationalen Kontext wollten die Veranstalter die sicherheitstechnische Bedeutung dieser Themen für die deutschen Anlagen beleuchten und die Auswirkungen auf die zu erbringenden Sicherheitsnachweise und den Anlagenbetrieb darstellen. Dabei kamen Gutachter, Vertreter der Forschung, Hersteller und Betreiber gleichermaßen zu Wort. Der Fachtag sollte den Teilnehmern aber insbesondere vermitteln, welche Beiträge die privat und öffentlich finanzierte Reaktorsicherheitsforschung zur Aufklärung der jeweiligen Ereignisabläufe und ihrer sicherheitstechnischen Bedeutung geleistet hat. In diesem Forschungskontext spielen, auch international, die Methoden der so genannten Computational Fluid Dynamics (CFD) eine zunehmende Rolle. Deshalb widmete sich eine Sitzung den Grundlagen, Möglichkeiten und Grenzen von CFD-Methoden. Dabei wurden u.a. Anwendungen zur Borvermischung und zum Verhalten von Mineralwolle im Sumpf präsentiert.

Lorsqu'un hélicoptère vol au dessus de l'eau le constructeur se doit d'anticiper l'amerrissage d'urgence (ditching) pour la sécurité de l'équipage. La solution adoptée consiste en des systèmes de flottabilités gonflables. Ces systèmes pour EUROCOPTER ont deux buts : amortir l'impact et assurer la flottabilité le temps que l'appareil soit évacué. Des normes définissent les limites du ditching en terme de vitesses d'impact et en terme d'état de mer. Lors du dimensionnement de l'appareil et des flottabilités pour l'impact des centaines de calculs sont a réitérer pour converger vers la solution optimale.Cette thèse s'inscrit dans un projet d'optimisation d'un logiciel maison voué au Ditching. Elle fait suite à celle de N.Malleron(2009) focalisée sur le cas vertical. Elle apporte des contributions à la compréhension de cette IFS complexe via différentes approches expérimentales et l'exploration de différents modèles que l'on tente de corréler avec les résultats expérimentaux. / When operating on offshore conditions, helicopters may encounteremergency situations during which an immediate sealanding isrequired. In this case, the aircraft may experience a water impact event.Floatability systems are inflated to cushion the impact and toensure that the floatation is maintained while the crew evacuates.The dimensioning procedure of helicopter's floatability systemsremains very challenging. In this process, accurate prediction of thebehavior and the global loads on the helicopters floaters during ditchingis crucial. To obtain a better understanding of the floatability system,and to be able to develop more accurate models, the hydrodynamicalcharacteristics of the floaters, as flexible bodies, need to be furtherinvestigated. Experiments assessing the hydrodynamics characteristicsof these particular types of deformable bodies are rare. To this aim, anexperimental campaign has been carried out to identify the nature ofloads (global and local) and potential deformations. Numericalinvestigations are proposed to complete our understanding ofphenomena observed during experimental tests.An academic experimental campaign have been led in the flume of Ecole Centrale de Marseille. A baloon was drop from 0.5 to 2.4m with various inner pressure. Deformations and kinematics are measured and analysed before comparisons with a semi-analytical modelisation. Some results with the in-house software DITCHER are also proposed in this thesys.

<p> Efficiency is an essential metric for assessing turbine performance. Modern turbines rely heavily on numerical computational fluid dynamic (CFD) tools for design improvement. With more compact turbines leading to lower aspect ratio airfoils, the influence of secondary flows is significant on performance. Secondary flows and detached flows, in general, remain a challenge for commercial CFD solvers; hence, there is a need for high fidelity experimental data to tune these solvers used by turbine designers. Efficiency measurements in engine-representative test rigs are challenging for multiple reasons; an inherent problem to any experiment is to remove the effects specific to the turbine rig. This problem is compounded by the narrow uncertainty band required, ideally less than 0.5% uncertainty, to detect the incremental improvements achieved by turbine designers.  Efficiency measurements carried out in engine-representative turbine rigs have traditionally relied upon strong assumptions, such as neglecting heat transfer effects. Furthermore, prior to this research there was no framework to compute uncertainty propagation that combines both inputs from experiments and computational tools. </p> <p>This dissertation presents a comprehensive methodology to obtain high-fidelity adiabatic efficiency data in engine-representative turbine facilities. This dissertation presents probabilistic sampling techniques to allow for uncertainty propagation. The effect of rig-specific effects such as heat transfer and gas properties, on efficiency is demonstrated. Sources of uncertainty are identified, and a framework is presented which divides the sources into bias and stochastic. The framework allows the combination of experimental and numerical uncertainty. The accuracy of temperature and aerodynamic pressure probes, used for efficiency determination, is quantified. Corrections for those effects are presented that rely on hybrid numerical and experimental methods. Uncertainty is propagated through these methods using numerical sampling. </p> <p>Finally, two test cases are presented, a stator vane in an annular cascade and a two-stage turbine in a rotating rig. The performance is analyzed using the methods and corrections developed. The uncertainty on the measured efficiency is similar to literature but the uncertainty framework allows an uncertainty estimate on the adiabatic efficiency. </p>

<p>The objective of this research was to develop stability enhancing design features for aeroengine centrifugal compressors. The motivation for this research is based on climate change and fuel-efficiency concerns, which call for improvements in achievable pressure ratios and surge margins. Specifically, this research aimed to develop diffuser recirculation channels and provide more insight into their design space. These channels are passive casing treatments in the diffuser and have been successfully demonstrated to improve stage surge margin. Diffuser recirculation channels are secondary flow paths that connect an opening near the diffuser inlet to one further down in the passage. Flow is recirculated by relieving the static pressure differential between the two openings. The basic design concept of these features is to add blockage upstream of the diffuser inlet, reducing the amount of diffusion in the vaneless space. In addition, channel geometries can be optimized to specifically target adverse flow properties, such as high incidence on the diffuser vane leading edge.</p> <p><br></p> <p>This design development was purely computational and served as the first approach to implementation of these features in a future generation of the Centrifugal Stage for Aerodynamic Research (CSTAR) at the Purdue Compressor Research Lab. Design development consisted of a computational design study, which quantified the effects of changing diffuser recirculation channel geometries on stage stability and performance metrics. Moreover, the CFD model for this future configuration of CSTAR was created and served as the baseline comparison for design iterations. The design study was comprised of controlled variation of channel geometry parameters and iterative solving of those cases in unsteady full stage single passage CFD models. Further design optimization studies were completed on specific down-selected recirculation channel geometry configurations. In total, 16 unsteady CFD cases with varied geometry configurations and 43 steady models were solved. Once a final optimized design was confirmed, a pressure characteristic at 100 % corrected design speed was generated. Compared to the baseline speed line, the implementation of diffuser recirculation channels resulted in a more gradual numerical surge and apparent numerical surge margin enhancement. Furthermore, the variation in incidence at the diffuser vane leading edge near the shroud was significantly reduced with diffuser recirculation. For the baseline compressor, incidence grew by about 70 degrees from the design aerodynamic loading to numerical surge at that location. However, flow stabilization due to diffuser 16 recirculation resulted in a change of approximately 2 degrees through that range. In conclusion, a first approach design recommendation for diffuser recirculation channels is CSTAR was generated through computational studies. Using this recommendation, diffusers with this recirculation channel design can be manufactured and tested for experimental concept validation.  </p>