1,094 research outputs found
Pelaksanaan Discharge Planning pada Pasien Hipertensi di RSUD Panembahan Senopati Bantul
Hipertensi merupakan penyakit tidak menular yang masih menjadi masalah dibidang kesehatan. Upaya penanganan hipertensi pada dasarnya sudah dijalankan dengan berbagai cara termasuk kegiatan untuk meningkatkan pengetahuan penderita hipertensi. Pengetahuan dapat ditingkatkan melalui komunikasi informasi edukasi. Salah satu yang biasanya dilakukan petugas kesehatan ditatanan pelayanan kesehatan adalah pelaksanaan discharge planing. discharge planning adalah perencanaan pulang, sejak pasien masuk rumah sakit sampai pasien pulang yang dilakukan oleh petugas Kesehatan. Penelitian ini merupakan penelitian deskriptif dengan pendekatan retrospektif. Populasi penelitian ini adalah rekam medis pasien hipertensi yang mendapatkan rawat inap dan dinyatakan pulang dari bulan Agustus sampai dengan bulan Oktober 2017. Besarnya sampel penelitian sebanyak 145 rekam medis. Besarnya sampel tiap bangsal menggunakan rumus sampling fraction cluster. Instrumen penelitian menggunakan lembar checklist pemberian Pendidikan kesehatan. Analisa data menggunakan deskriptif statistik. Hasil dan Kesimpulan: Hasil penelitian menunjukan program pendidikan kesehatan secara keseluruhan 145 (100%) dilaksanakan, sebagian besar menggunakan metode diskusi 145 (100%), respon pasien atau keluarga pasien hipertensi setelah diberi pendidikan kesehatan sebagian besar paham tapi tidak bisa menjelaskan sendiri 113 (77,93%), pemberi pendidikan kesehatan sebagian besar dilaksanakan oleh dokter 135 (93,10%), dan penerima pendidikan kesehatan terbanyak diterima oleh keluarga pasien hipertensi 122 (84,14%).Kata Kunci: Discharge Planning, Hipertens
A modified c=1 matrix model with new critical behavior
By introducing a \int dt \, g\left(\Tr \Phi^2(t)\right)^2 term into the
action of the matrix model of two-dimensional quantum gravity, we find a
new critical behavior for random surfaces. The planar limit of the path
integral generates multiple spherical ``bubbles'' which touch one another at
single points. At a special value of , the sum over connected surfaces
behaves as , where is the cosmological constant
(the sum over surfaces of area goes as ). For comparison, in the
conventional model the sum over planar surfaces behaves as .Comment: 11 pages, 2 figures (uuencoded postscript files), PUPT-147
An anisotropic hybrid non-perturbative formulation for 4D N = 2 supersymmetric Yang-Mills theories
We provide a simple non-perturbative formulation for non-commutative
four-dimensional N = 2 supersymmetric Yang-Mills theories. The formulation is
constructed by a combination of deconstruction (orbifold projection), momentum
cut-off and matrix model techniques. We also propose a moduli fixing term that
preserves lattice supersymmetry on the deconstruction formulation. Although the
analogous formulation for four-dimensional N = 2 supersymmetric Yang-Mills
theories is proposed also in Nucl.Phys.B857(2012), our action is simpler and
better suited for computer simulations. Moreover, not only for the
non-commutative theories, our formulation has a potential to be a
non-perturbative tool also for the commutative four-dimensional N = 2
supersymmetric Yang-Mills theories.Comment: 32 pages, final version accepted in JHE
Acceleration Schemes for Ab-Initio Molecular Dynamics and Electronic Structure Calculations
We study the convergence and the stability of fictitious dynamical methods
for electrons. First, we show that a particular damped second-order dynamics
has a much faster rate of convergence to the ground-state than first-order
steepest descent algorithms while retaining their numerical cost per time step.
Our damped dynamics has efficiency comparable to that of conjugate gradient
methods in typical electronic minimization problems. Then, we analyse the
factors that limit the size of the integration time step in approaches based on
plane-wave expansions. The maximum allowed time step is dictated by the highest
frequency components of the fictitious electronic dynamics. These can result
either from the large wavevector components of the kinetic energy or from the
small wavevector components of the Coulomb potential giving rise to the so
called {\it charge sloshing} problem. We show how to eliminate large wavevector
instabilities by adopting a preconditioning scheme that is implemented here for
the first-time in the context of Car-Parrinello ab-initio molecular dynamics
simulations of the ionic motion. We also show how to solve the charge-sloshing
problem when this is present. We substantiate our theoretical analysis with
numerical tests on a number of different silicon and carbon systems having both
insulating and metallic character.Comment: RevTex, 9 figures available upon request, to appear in Phys. Rev.
Systematic study of the SO(10) symmetry breaking vacua in the matrix model for type IIB superstrings
We study the properties of the space-time that emerges dynamically from the
matrix model for type IIB superstrings in ten dimensions. We calculate the free
energy and the extent of space-time using the Gaussian expansion method up to
the third order. Unlike previous works, we study the SO(d) symmetric vacua with
all possible values of d within the range , and observe clear
indication of plateaus in the parameter space of the Gaussian action, which is
crucial for the results to be reliable. The obtained results indeed exhibit
systematic dependence on d, which turns out to be surprisingly similar to what
was observed recently in an analogous work on the six-dimensional version of
the model. In particular, we find the following properties: i) the extent in
the shrunken directions is given by a constant, which does not depend on d; ii)
the ten-dimensional volume of the Euclidean space-time is given by a constant,
which does not depend on d except for d = 2; iii) The free energy takes the
minimum value at d = 3. Intuitive understanding of these results is given by
using the low-energy effective theory and some Monte Carlo results.Comment: 33 pages, 10 figures; minor corrections, reference added. arXiv admin
note: substantial text overlap with arXiv:1007.088
Testing the Gaussian expansion method in exactly solvable matrix models
The Gaussian expansion has been developed since early 80s as a powerful
analytical method, which enables nonperturbative studies of various systems
using `perturbative' calculations. Recently the method has been used to suggest
that 4d space-time is generated dynamically in a matrix model formulation of
superstring theory. Here we clarify the nature of the method by applying it to
exactly solvable one-matrix models with various kinds of potential including
the ones unbounded from below and of the double-well type. We also formulate a
prescription to include a linear term in the Gaussian action in a way
consistent with the loop expansion, and test it in some concrete examples. We
discuss a case where we obtain two distinct plateaus in the parameter space of
the Gaussian action, corresponding to different large-N solutions. This
clarifies the situation encountered in the dynamical determination of the
space-time dimensionality in the previous works.Comment: 30 pages, 15 figures, LaTeX; added references for section
Time-localized projectors in String Field Theory with E-field
We extend the analysis of hep-th/0409063 to the case of a constant electric
field turned on the worldvolume and on a transverse direction of a D-brane. We
show that time localization is still obtained by inverting the discrete
eigenvalues of the lump solution. The lifetime of the unstable soliton is shown
to depend on two free parameters: the b-parameter and the value of the electric
field. As a by-product, we construct the normalized diagonal basis of the star
algebra in -field background.Comment: 27 +1 pages, v2: references added, typos correcte
Self-organized Beating and Swimming of Internally Driven Filaments
We study a simple two-dimensional model for motion of an elastic filament
subject to internally generated stresses and show that wave-like propagating
shapes which can propel the filament can be induced by a self-organized
mechanism via a dynamic instability. The resulting patterns of motion do not
depend on the microscopic mechanism of the instability but only of the filament
rigidity and hydrodynamic friction. Our results suggest that simplified
systems, consisting only of molecular motors and filaments could be able to
show beating motion and self-propulsion.Comment: 8 pages, 2 figures, REVTe
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