1.

Record Nr.

UNINA9910792414203321

Titolo

Counselling ideologies [[electronic resource] ] : queer challenges to heteronormativity / / edited by Lyndsey Moon

Pubbl/distr/stampa

Farnham ; ; Burlington, VT, : Ashgate, c2010

ISBN

1-317-15895-4

1-315-57446-2

1-317-15894-6

1-282-57233-4

9786612572333

0-7546-9361-9

Descrizione fisica

1 online resource (251 p.)

Altri autori (Persone)

MoonLyndsey <1959->

Disciplina

362.196/89008664

Soggetti

Gay people - Psychology

Gay people - Counseling of

Sexual minorities - Psychology

Sexual minorities - Counseling of

Queer theory - Psychological aspects

Psychotherapy

Mental health care for LGBTQ people

Heteronormativity

Queer theory

Lingua di pubblicazione

Inglese

Formato

Materiale a stampa

Livello bibliografico

Monografia

Note generali

Includes index.

Nota di contenuto

Cover; Contents; Acknowledgements; List of Contributors; Part I De/Heterosexualising Therapy; Introduction; 1 Anti-Sectarian, Queer, Client-Centredness: A Re-Iteration of Respect in Therapy; 2 Queerying Freud: On Using Psychoanalysis with Sexual Minority Clients; 3 Queer Family Therapy - A Contradiction in Terms?; 4 Towards a Queer Praxis: The Democratization of Feeling; Part II Relations of Resistance and Contestation; 5 Heteronormativity and Queer Youth Resistance: Reversing the Discourse; 6 The Colour of Queer; 7 'I Did It My Way ...': Relationship Issues for Bisexual People



8 Multiple Identities, Multiple Realities: Lesbian, Gay and Queer Lives in the North East of England9 Beyond Cisgenderism: Counselling People with Non-Assigned Gender Identities; 10 Azima ila Hayati - An Invitation in to My Life: Narrative Conversations about Sexual Identity; 11 Cultural Competence with BDSM Lifestyles; Index

Sommario/riassunto

Counselling Ideologies draws on both academic experts and practitioners from the UK, USA and Australia, to represent a new approach to counselling and psychotherapy. It will appeal not only to sociologists and those working in the field of mental health, but also to scholars of race and ethnicity, gender, queer studies and queer theory.

2.

Record Nr.

UNINA9910788569203321

Autore

Mei Chiang C

Titolo

Homogenization methods for multiscale mechanics [[electronic resource] /] / Chiang C. Mei, Bogdan Vernescu

Pubbl/distr/stampa

Hackensack, N.J., : World Scientific, 2010

ISBN

1-283-14381-X

9786613143815

981-4282-45-6

Descrizione fisica

1 online resource (350 p.)

Altri autori (Persone)

VernescuBogdan

Disciplina

515.3/53

Soggetti

Homogenization (Differential equations)

Mathematical physics

Lingua di pubblicazione

Inglese

Formato

Materiale a stampa

Livello bibliografico

Monografia

Note generali

Description based upon print version of record.

Nota di bibliografia

Includes bibliographical references and index.

Nota di contenuto

Introductory examples of homogenization method. Long waves in a layered elastic medium ; Short waves in a weakly stratified elastic medium ; Dispersion of passive solute in pipe flow ; Typical procedure of homogenization analysis -- Diffusion in a composite. Basic equations for two components in perfect contact ; Effective equation on the macroscale ; Effective boundary condition ; Symmetry and positiveness of effective conductivity ; Laminated composites ; Bounds for effective conductivity ; Hashin-Shtrikman bounds ; Other



approximate results for dilute inclusions ; Thermal resistance at the interface ; Laminated composites with thermal resistance ; Bounds for the effective conductivity ; Chemical transport in aggregated soil ; Appendix 2A : heat transfer in a two-slab system -- Seepage in rigid porous media. Equations for seepage flow and Darcy's law ; Uniqueness of the cell boundary-value problem ; Symmetry and positiveness of hydraulic conductivity ; Numerical computation of the permeability tensor ; Seepage of a compressible fluid ; Two-dimensional flow through a three-dimensional matrix ; Porous media with three scales ; Brinkman's modification of Darcy's law ; Effects of weak fluid intertia ; Appendix 3A : spatial averaging theorem -- Dispersion in periodic media or flows. Passive solute in a two-scale seepage flow ; Macrodispersion in a three-scale porous medium ; Dispersion and transport in a wave boundary layer above the seabed ; Appendix 4A : derivation of convection-dispersion equation ; Appendix 4B : an alternate form of macrodispersion tensor -- Heterogeneous elastic materials. effective equations on the macroscale ; The effective elastic coefficients ; Application to fiber-reinforced composite ; Elastic panels with periodic microstructure ; Variational principles and bounds for the elastic moduli ; Hashin-Shtrikman bounds ; Partially cohesive composites ; Appendix 5A : properties of a tensor of fourth rank -- Deformable porous media. Basic equations for fluid and solid phases ; Scale estimates ; Multiple-scale expansions ; Averaged total momentum of the composite ; Averaged mass conservation of fluid phase ; Averaged fluid momentum ; Time-Harmonic motion ; Properties of the effective coefficients ; Computed elastic coefficients ; Boundary-layer approximation for macroscale problems ; Appendix 6A : properties of the compliance tensor ; Appendix 6B : variational principle for the elastostatic problem in a cell -- Wave propagation in inhomogeneous media. Long wave through a compact cylinder array ; Bragg scattering of short waves by a cylinder array ; Sound propagation in a bubbly liquid ; One-dimensional sound through a weakly random medium ; Weakly nonlinear dispersive waves in a random medium ; Harmonic generation in random media.

Sommario/riassunto

In many physical problems several scales present either in space or in time, caused by either inhomogeneity of the medium or complexity of the mechanical process. A fundamental approach is to first construct micro-scale models, and then deduce the macro-scale laws and the constitutive relations by properly averaging over the micro-scale. The perturbation method of multiple scales can be used to derive averaged equations for a much larger scale from considerations of the small scales. In the mechanics of multiscale media, the analytical scheme of upscaling is known as the Theory of Homogenizati