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Observation of the drying process in secondary school kos Szeidemann, ron Bodor, Marcell Juhsz Teaching Physics Innovatively New Learning Environm ents and Methods in Physics Education 17-19 August 20 15 Extra curricular activity The


  1. Observation of the drying process in secondary school Ákos Szeidemann, Áron Bodor, Marcell Juhász Teaching Physics Innovatively New Learning Environm ents and Methods in Physics Education 17-19 August 20 15

  2. Extra curricular activity The cabinet The collector Line schematic diagram of the collector The solar dryer

  3. Extra curricular activity The efficiency of the collector: P coll η = P solarrad     P = c ρ v A Δ T c air - specific heat of air coll air air ρ air – density of air v - velocity of flowing air A - cross section of holes Δ T - temperature difference

  4. Extra curricular activity The „efficiency” of the dryer:  L m water evap  η = 0.3% dryer S A Δ t solar rad coll L water - evaporation heat of water m evapor - mass of evaporated water P solarrad - the solar radiation A coll - the useful surface of collector Δ t - the time needed

  5. Measurements with the electric dryer „Efficiency” of the electric dryer: Δ m  kg 2 10  evap   L 6 J/kg 2,26 10 water Δ t s 3600   η = = = 100 100 2,5 % el dryer . P W 250 electric Electric Solar

  6. Measurements with the electric dryer Δ E flowingair Δ t Air warming efficiency of the electric dryer: η heat = P electric Determination of flowing air’s amount   Δ E = C n Δ T flowingair p, air flowingair flowingair W 100  η heat = = 100 40 W 250

  7. The Process of drying

  8. The Process of drying The set-up for measurements

  9. The Process of drying M − M e m  M ( ) = water MR = % 100 m M i − M e sample Moisture content on dry basis (%) Moisture ratio E.K. Akpinar, Y. Bicer, F. Cetinkaya: Modelling of thin layer drying of parsley leaves in a convective dryer and under open sun, J. of Food Engineering 75 (2006) 308-315

  10. The Process of drying        n MR t = kt exp Linearization            MR = n k + n t ln ln ln ln  y = a + b x

  11. Results

  12. A physical picture: Evaporation Drying Evaporation Sugar-water compound Fruit (80 % m/m water) * * Evaporation of the compound is observed in an electric dryer, same circumstances as before

  13. A physical picture: Evaporation Drying Evaporation Pentane-parrafin oil compound (80 % m/m parrafin oil)* * Evaporation of the compound is observed on open air

  14. A physical picture: Evaporation Estimation, similarity, SIMPLIFICATION Drying Evaporation (diffusion + evaporation) Description for the measured range of Theory, experiments time Mathematical model(s)

  15. Application in classrooms ELECTRIC DRYER FRUITS/SUG-WAT* + KITCHEN BALANCE TIME OPEN AIR C-HEXANE&PARRAFIN + ANALYTIC BALANCE OK * Sugar-water compound

  16. Application in classrooms

  17. Dice - model

  18. Dice - model

  19. Thank you for your attention!

  20. References, papers  [1] Szeidemann Á., Környezeti fizika a középiskolában, a napenergiás aszaló , Juhász A. és Tél T. (szerk.), Fizikatanítás tartalmasan és érdekesen konferenciakötet, ELTE TTK (2009), ISBN 978-963-284-150-2, pp. 209-214.  [2] Szeidemann Á., Teaching facilities of solar energy in secondary schools , Physics Competitions (2011), Vol. 13, Nr. 1., pp. 9- 14.  [3] Szeidemann Á., Az energiafogalom szintézise a napenergiás aszalóval , Tasnádi P. (szerk.), Természettudomány tanítása korszer ű en és vonzóan, ELTE TTK (2011), ISBN 978-963-284- 224-0, pp. 220-225.  [4] Szeidemann Á. és Beck R., A ciklonok szemléletes tanítása középiskolában , Tasnádi P. (szerk.), Természettudomány tanítása korszer ű en és vonzóan, ELTE TTK (2011), ISBN 978-963-284- 224-0, pp. 632-637.  [5] Szeidemann Ákos, Fizika és földrajz határán – Tanítható- e a Coriolis-er ő ? , Fizikai Szemle (2013), LXIII. Évf., 10. sz. pp. 352-357.

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