Wyniki wyszukiwania dla: MAX-PHASES

• Connection of microcosm with macrocosm in Max Scheler's philosophy: man, logos and ethos

  Publikacja

  • M. Migoń

  - Rok 2006

  W eseju pokazałem znaczenie mikrokosmicznego wymiaru w ludzkim personalnym życiu. To jest w świecie Zachodu kompleksowa próba, aby uchwycić związek "mikrokosmosu" z "makrokosmosem w filozoficznym dziele Maxa Schelera. Następnie uwypukliłem, że z racji jego powiązania jako pojęcia "mikrokosmosu" z kwestią kształcenia, wtedy w indywidualnej ludzkiej osobie pojęcie to osiąga "prawo obywatelstwa" w Schelerowskiej...

• Evolution of magnetic and transport properties in (Cr1−xMnx)2AlC MAX-phase synthesized by arc melting technique

  Publikacja

  • K. V. Sobolev
  • K. Kolincio
  • A. Emelyanov
  • A. D. Mielewczyk-Gryń
  • M. Gazda
  • M. Roman
  • A. Pazniak
  • V. Rodionova

  - JOURNAL OF MAGNETISM AND MAGNETIC MATERIALS - Rok 2020

  Herein we initiate a comeback to the arc melting technique to produce MAX-phase solid solutions. Bulk samples of (Cr1−xMnx)2AlC MAX-phase with X = 0, 0.025, 0.05 and 0.1 were synthesized and studied by means of X-ray diffractometry, scanning electron microscopy in combination with energy-dispersive X-ray spectroscopy. Samples were established to be homogeneous with an incorporation of Cr7C3, AlCr2 and Al2O3 secondary phases which...

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• Anna Lisowska-Oleksiak prof. dr hab.

  Osoby

  Katedra Chemii i Technologii Materiałów Funkcjonalnych

  Anna Lisowska-Oleksiak, born in 1952,  has been working at GUT since 1977. Currently is employed at the Faculty of Chemistry as a full professor. She was employed as a research assistant at the University of St Andrews in the group of C. A. Vincent and P.G. Bruce  (1991-1994). She completed a two-month research internship in CEA Grenoble (2011). Anna Lisowska-Oleksiak obtained her MSc in chemistry at Nicolaus Copernicus University...

• PHASE TRANSITIONS

  Czasopisma

  ISSN: 0141-1594 , eISSN: 1029-0338

• MAX phase ternary carbide derived 2-D ceramic nanostructures [CDCN] as chemically interactive functional fillers for damage tolerant epoxy polymer nanocomposites

  Publikacja

  • S. Vaisakh
  • K. Mahesh
  • S. Balanand
  • R. Metz
  • M. Hassanzadeh
  • S. Ananthakumar
  • B. Santhosh

  - RSC Advances - Rok 2015

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• Applications of the max-min fairness principle in telecommunication network design

  Publikacja

  • M. Pioro
  • M. Dzida
  • E. Kubilinskas
  • W. Ogryczak
  • A. Tomaszewski

  - Rok 2005

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• A polynomial algorithm for solving a general max‐min fairness problem

  Publikacja

  • A. Tomaszewski

  - European Transactions on Telecommunications - Rok 2005

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• Quantitative structure—retention relationships of some steroid and phenanthrene derivatives on cyano-, reversed-phase, and normal-phase thin-layer chromatography stationary phases

  Publikacja

  • J. Nowakowska
  • K. Ciura
  • P. Kawczak
  • T. Bączek
  • M. Markuszewski

  - JPC-JOURNAL OF PLANAR CHROMATOGRAPHY-MODERN TLC - Rok 2016

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• Evaluation of the stiffness modulus and phase angle of cold in-place recycled mix-tures for long curing periods

  Publikacja

  • B. Dołżycki
  • M. Jaczewski
  • C. Szydłowski

  - Rok 2019

  Article presents the changes inbehaviour of cold-in place recycling mixtures made using cement and bituminous emulsion (CIR mixtures) after anelongated time of curing. Most of the available literatureregarding change instiffness modulus and phase angle presents resultsfor a maximum of several dozen days,which makesit difficult to predict the behaviour over the whole life of the compacted layer. The article...

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• FPGA realization of an improved alpha max plus beta min algorithm

  Publikacja

  • R. Smyk
  • M. Czyżak

  - Poznan University of Technology Academic Journals. Electrical Engineering - Rok 2014

  The generalized improved version of the alpha max plus beta min square-rooting algorithm and its realization in the Field Programmable Gate Array (FPGA) are presented. The algorithm computes the square root to calculate the approximate magnitude of a complex sample. It is especially useful for pipelined calculations in the DSP. In case of four approximation regions it is possible to reduce the peak error form 3.95% to 0.33%. This...

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