analytical dynamic
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Author(s):  
Franciszek Mróz ◽  
Alfred Krogmann ◽  
Magdaléna Nemčíková ◽  
Daša Oremusová

The research was aimed at identifying changes in tourist traffic – religious tourism and museum tourism to the Museum of the Holy Father John Paul II Family Home in Wadowice in 1996–2019. The museum was opened in 1984 in the house where Karol Wojtyła, Pope John Paul II, was born in 1920. The thorough reconstruction between 2010 and 2014 resulted in the establishment of a museum with a modern multimedia narrative exhibition. In recent years, the museum has been visited by more than 200 thousand tourists a year, including 40 thousand foreigners from more than 100 countries worldwide. During the years 1996–2019 the number of international tourists rose more than twice. The greatest boom in the visits to the museum was noted in 2005 and was associated with the disease, death, funeral, and increasing worship of Pope John Paul II. Following decreased interest in visits to the museum during the period of 2010–2014, which was due to the museum renovation, a revival and increase in visits to the museum was observed again. Changes that were observed in the museum during the last twenty-five years were identified, among other things, thanks to field research involving observations and interviews with museum curators and staff. Analyses of tourist visits to the museum were based on detailed data provided by the museum managers. In the elaboration of the collected research results descriptive-analytical, dynamic-comparative and cartographic methods were used.


Religions ◽  
2021 ◽  
Vol 12 (7) ◽  
pp. 525
Author(s):  
Franciszek Mróz

This research is aimed at learning about the origins and functions of shrines, and changes to the pilgrimage movement in Poland during the Vatican II era (c. 1948–1998). The objective required finding and determining the following: (1) factors in the establishment of shrines in Poland during this time; (2) factors in the development of shrines with reference to the transformation of religious worship and to the influence of political factors in Poland; (3) changes in pilgrimage traditions in Poland, and (4) changes in the number of pilgrimages to selected shrines. These changes were determined by archive and library research. Additionally, field studies were performed at more than 300 shrines, including observations and in-depth interviews with custodians. Descriptive–analytical, dynamic–comparative and cartographic presentation methods were used to analyze results.


Diagnostyka ◽  
2019 ◽  
Vol 20 (4) ◽  
pp. 89-94
Author(s):  
Vasyl Dmytriv ◽  
Ihor Dmytriv ◽  
Ivan Horodetskyy ◽  
Taras Dmytriv

2019 ◽  
Vol S-I (2) ◽  
pp. 63-66
Author(s):  
I. Blagovidova ◽  
◽  
N. Dyachuk ◽  
D. Nesin ◽  
A. Pyanov ◽  
...  

2019 ◽  
Vol 13 (2) ◽  
pp. 4946-4957
Author(s):  
W. I. I. Wan Iskandar Mirza ◽  
M. N. Abdul Rani ◽  
M. A. Yunus ◽  
R. Omar ◽  
M. S. Mohd Zin

The accuracy of the predicted dynamic behaviour of an assembled structure using the frequency based substructuring (FBS) method is often found to be diverged from the experimental counterparts. The divergence which has become the paramount concern and major issue for   structural dynamicists is because of the unreliable experimental FRF data of the interfaces of substructures, arising from the limited resources of appropriate excitation points and accelerometer attachments in the vicinity of the interfaces. This paper presents an alternative scheme for FRF measurement of the experimental FRF data of substructures. In this study, an assembled structure consisting of two substructures were used, namely substructure A (Finite element model) and substructure B (Experimental model). The FE model of substructure A was constructed by using 3D elements and the FRFs were derived via the FRF synthesis method. Specially customised bolts were used to allow the attachment of accelerometers and excitation to be made at the interfaces of substructure B, and the FRFs were measured by using impact testing. Both substructures A and B were then coupled by using the FBS method and the coupled FRF was validated with the measured FRF counterparts. This work revealed that the proposed scheme with specially customized bolts has led to a significant enhancement and improvement in the FBS predicted results.  


2019 ◽  
Vol 78 (18) ◽  
pp. 25569-25590
Author(s):  
Xiangyu You ◽  
F. Tian ◽  
W. Tang

Author(s):  
Raed Mohammed Freihat

  This study aims to analyze the content of unit (6) “Atmosphere and water vapor” from the science book for the eighth grade in Palestine during the academic year 2016/2017. To achieve this goal, McCarthy 4MAT model was used, which identified four learning styles (imaginary, analytical, logical, and dynamic). Moreover, four questions were created in order to verify the learning styles that should be available in content of book. The study tool is the standards of 4MAT model. The results have shown the Disparity in the distribution of the four styles according to the model of format (4MAT) for McCarthy in the content of science Book for Eighth grade. The order of the four styles of book was (logical, imaginary, analytical, dynamic) as descending order. The general percentage to provide every style of learning styles in the Science Book for Eighth grade was (80%, 75%, 60%, 33%) of the styles (logical, imaginative, analytical, dynamic).


2019 ◽  
Vol 24 (No 1) ◽  
pp. 139-149 ◽  
Author(s):  
Andrew J. Hull ◽  
Daniel Perez ◽  
Donald L. Cox

This paper derives a comprehensive analytical dynamic model of a T-shaped beam that includes in-plane and outof-plane vibrations for mid-frequency range analysis, defined here as approximately 1 kHz to 10 kHz. The web, right part of the flange, and left part of the flange of the T-beam are modelled independently with two-dimensional elasticity equations for the in-plane motion and the classical flexural plate equation for the out-of-plane motion. The differential equations are solved with unknown wave propagation coefficients multiplied by circular spatial domain functions, which are inserted into equilibrium and continuity equations at the intersection of the web and flange and into boundary conditions at the edges of the system resulting in 24 algebraic equations. These equations are solved to yield the wave propagation coefficients and this produces a solution to the displacement field in all three dimensions. An example problem is formulated and compared to solutions from Bickford beam theory and finite element analysis. Higher order branch waves are discussed and a simplified symmetric model is presented.


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