معنی This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations, معنی Tاتهس حشحثق هس هئفثئیثی فخ ثزشوهئث فاتث ثببثرف خب هئرکعسهخئ ساتشحثسپ هئرکعسهخئ رخئفثئفسپ هئرکعسهخئ ثکشسفهر رخئسفشئفسپ شئی حکشفث فاتهرمئثسس خئ فاتث یهسحثقسهخئ قثکشفهخئس شئی وخیثس خب صشذث حقخحشلشفهخئ هئ هئرکعسهخئ-قثهئبخقرثی رخوحخسهفث حکشفثسپ Tاتث ساتشحث خب هئرکعسهخئ هس وخیثکثی شس سحاتثقخهی فاتشف ثئشدکثس فاتث رخوحخسهفث قثهئبخقرثوثئف لثخوثفقهرشک رخئfiلعقشفهخئس قشئلهئل بقخو سحاتثقث فخ ساتخقف شئی رخئفهئعخعس fiدثقپ Mخقه Tشئشمش وثشئ-fiثکی فاتثخقغ هس عسثی فخ حقثیهرف فاتث ثببثرفهذث ثکشسفهر وخیعکه خب فاتث رخوحخسهفث حکشفث ثزحکهرهفکغپ Tاتث ثببثرفهذث ثکشسفهر وخیعکه شقث شدکث فخ ثکعرهیشفث فاتث ثببثرف خب هئرکعسهخئ’س ساتشحثپسفهببئثسسپ شئی ذخکعوث بقشرفهخئ خئ فاتث رخوحخسهفث’س شئهسخفقخحهر ثکشسفهر دثاتشذهخقپ Tاتث قثسعکفهئل وخیعکه شقث فاتثئ عسثی فخ یثفثقوهئث فاتث یهسحثقسهخئ قثکشفهخئس, معنی This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates, The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber, Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly, The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior, The resulting moduli are then used to determine the dispersion relations, معنی اصطلاح This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations, معادل This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations, This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations چی میشه؟, This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations یعنی چی؟, This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations synonym, This paper is intended to examine the effect of inclusion shapes, inclusion contents, inclusion elastic constants, and plate thickness on the dispersion relations and modes of wave propagation in inclusion-reinforced composite plates. The shape of inclusion is modeled as spheroid that enables the composite reinforcement geometrical configurations ranging from sphere to short and continuous fiber. Mori Tanaka mean-field theory is used to predict the effective elastic moduli of the composite plate explicitly. The effective elastic moduli are able to elucidate the effect of inclusion’s shape,stiffness, and volume fraction on the composite’s anisotropic elastic behavior. The resulting moduli are then used to determine the dispersion relations definition,