4,847 research outputs found

    Applying Equity Literacy’s Four Abilities to Middle Schools for the Benefit of Students Experiencing Homelessness

    Get PDF
    In this essay, I use the McKinney-Vento Homeless Education Assistance Improvements Act of 2001 to define homelessness and describe its prevalence in United States public schools. I present readers with statistics about student homelessness and situate Gorski’s equity literacy within the progressive, equity-oriented foundations of the middle school movement and as a means by which stakeholders could begin to address homelessness in their contexts. After presenting the four abilities of equity literate educators, I apply the abilities to the nuances of student homelessness in the middle grades

    Ball-lock-bolt separation system

    Get PDF
    Ball-lock-bolt separation system for aerospace application

    Effect of disjoining pressure in a thin film equation with\ud non-uniform forcing

    Get PDF
    We explore the effect of disjoining pressure on a thin film equation in the presence of a non-uniform body force, motivated by a model describing the reverse draining of a magnetic film. To this end, we use a combination of numerical investigations and analytical considerations. The disjoining pressure has a regularizing influence on the evolution of the system and appears to select a single steady-state solution for fixed height boundary conditions; this is in contrast with the existence of a continuum of locally attracting solutions that exist in the absence of disjoining pressure for the same boundary conditions. We numerically implement matched asymptotics expansions to construct equilibrium solutions and also investigate how they behave as the disjoining pressure is sent to zero. Finally, we consider the effect of the competition between forcing and disjoining pressure on the coarsening dynamics of the thin film for fixed contact angle boundary conditions

    An in-flight investigation of ground effect on a forward-swept wing airplane

    Get PDF
    A limited flight experiment was conducted to document the ground-effect characteristics of the X-29A research airplane. This vehicle has an aerodynamic platform which includes a forward-swept wing and close-coupled, variable incidence canard. The flight-test program obtained results for errors in the airdata measurement and for incremental normal force and pitching moment caused by ground effect. Correlations with wind-tunnel and computational analyses were made. The results are discussed with respect to the dynamic nature of the flight measurements, similar data from other configurations, and pilot comments. The ground-effect results are necessary to obtain an accurate interpretation of the vehicle's landing characteristics. The flight data can also be used in the development of many modern aircraft systems such as autoland and piloted simulations

    Characterizing Block Graphs in Terms of their Vertex-Induced Partitions

    Full text link
    Given a finite connected simple graph G=(V,E)G=(V,E) with vertex set VV and edge set E⊆(V2)E\subseteq \binom{V}{2}, we will show that 1.1. the (necessarily unique) smallest block graph with vertex set VV whose edge set contains EE is uniquely determined by the VV-indexed family PG:=(π0(G(v)))v∈V{\bf P}_G:=\big(\pi_0(G^{(v)})\big)_{v \in V} of the various partitions π0(G(v))\pi_0(G^{(v)}) of the set VV into the set of connected components of the graph G(v):=(V,{e∈E:v∉e})G^{(v)}:=(V,\{e\in E: v\notin e\}), 2.2. the edge set of this block graph coincides with set of all 22-subsets {u,v}\{u,v\} of VV for which uu and vv are, for all w∈V−{u,v}w\in V-\{u,v\}, contained in the same connected component of G(w)G^{(w)}, 3.3. and an arbitrary VV-indexed family Pp=(pv)v∈V{\bf P}p=({\bf p}_v)_{v \in V} of partitions πv\pi_v of the set VV is of the form Pp=PpG{\bf P}p={\bf P}p_G for some connected simple graph G=(V,E)G=(V,E) with vertex set VV as above if and only if, for any two distinct elements u,v∈Vu,v\in V, the union of the set in pv{\bf p}_v that contains uu and the set in pu{\bf p}_u that contains vv coincides with the set VV, and {v}∈pv\{v\}\in {\bf p}_v holds for all v∈Vv \in V. As well as being of inherent interest to the theory of block graphs, these facts are also useful in the analysis of compatible decompositions and block realizations of finite metric spaces
    • …
    corecore