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Book Chapter
Series: AIPP Books, Professional
Published: March 2023
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
.... and Eylon , B. , Am. J. Phys.   65 ( 8 ), 726 – 736 ( 1997 ). 10.1119/1.18642 Bagno , E.   et al. , Am. J. Phys.   67 ( 7 ), S16 – S26 ( 2000 ). 10.1119/1.19515 Bassok , M. and Holyoak , K. , J. Exp. Psychol.: Learn. Mem. Cognit.   15 ( 1 ), 153 – 166 ( 1989...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
.... , Phys. Rev. Phys. Educ. Res.   12 ( 1 ), 010124 ( 2016 ). 10.1103/PhysRevPhysEducRes.12.010124 Bassok , M. and Holyoak , K. J. , J. Exp. Psychol. Learn. Mem. Cogn.   15 ( 1 ), 153 – 166 ( 1989 ). 10.1037/0278-7393.15.1.153 Bassok , M. and Novick , L. R. , Oxford...
Book Chapter
Series: AIPP Books, Methods
Published: March 2023
10.1063/9780735425743_010
EISBN: 978-0-7354-2574-3
ISBN: 978-0-7354-2572-9
.... For example, the functions can be of polynomial, constant, trigonometric, and exponential forms as follows: (10.2) Θ = [ | | | | | | | | | 1 x x 2 ⋯ u sin ( x ) ⋯ exp ( x ) exp ( u...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
EISBN: 978-0-7354-2551-4
ISBN: 978-0-7354-2548-4
....   Holyoak (Statistique Et Enseignement, 1989 ). Correction to Bassok and Holyoak, J. Exp. Psychol. Learn. Memory Cognit.   15 ( 5 ), 867 ( 1989 ). 10.1037/h0090398 Bassok , M. , and Holyoak , K. J. , J. Exper. Psych.: Learn. Mem. Cog.   15 , 867 – 867 ( 1989 ). 10.1037/H0090398...
Book Chapter
Series: AIPP Books, Methods
Published: March 2023
10.1063/9780735425743_003
EISBN: 978-0-7354-2574-3
ISBN: 978-0-7354-2572-9
... specific nonlinear equation: (3.6) μ s ( σ ) = − RT a eff ln [ ∫ p s ( σ ′ ) exp ( a eff RT ( μ s ( σ ′ ) − E misfit ( σ , σ ′ ) − E H B ( σ , σ ′ ) ) ) d σ...
Book Chapter
Series: AIPP Books, Principles
Published: March 2023
10.1063/9780735425590_008
EISBN: 978-0-7354-2559-0
ISBN: 978-0-7354-2556-9
... z cosh ( k z ) } cos ( k x ) n 2 (within   the   plate ) and (8.47) u ( 1 ) = [ M 1 − M 2 k z ] exp ( − k z ) sin ( k x ) n 1 + { [ M 1 − ( 3 − 4 ν ) M 2 ] − M 2 k z } exp ( − k z...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
10.1063/9780735425477_017
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
... Bagno , E.   et al. , Am. J. Phys.   67 ( 7 ), S16 – S26 ( 2000 ). 10.1119/1.19515 Bassok , M. and Holyoak , K. , J. Exp. Psychol.: Learn. Mem. Cognit.   15 ( 1 ), 153 – 166 ( 1989 ). 10.1037/0278-7393.15.1.153 Beichner , R. , see https://projects.ncsu.edu/per...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
10.1063/9780735425712_006
EISBN: 978-0-7354-2571-2
ISBN: 978-0-7354-2568-2
... D Oscillations E Electromagnetism F Fluids G Light: Geometric optics H Nuclear physics and radioactivity I Heat, temperature and kinetic theory FIG. 6.30 Questionnaire answers for groups VIR-T and EXP-T. FIG. 6.29 DAQ software for 1st (left) and 2nd (right) heat transfer...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
... experiment pattern for electrons, photons, and pebbles Physical meaning of the uncertainty relation Uncertainty relation and macro-object (why does not use?) Which way in a double slit exp Table 8.2 Comparison between questionnaires for contents and contexts (first five for high school level...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
EISBN: 978-0-7354-2551-4
ISBN: 978-0-7354-2548-4
... ). 10.1007/s11125-009-9086-1 Boujaoude , S. , Int. J. Sci. Educ.   24 ( 2 ), 139 – 156 ( 2002 ). 10.1080/09500690110066494 Boxtel , C. V.   et al. , J. Exp. Educ.   69 ( 1 ), 57 – 76 ( 2000 ). 10.1080/00220970009600649 Brinson , J. R. , Comput. Educ.   87 , 218 – 237...
Book Chapter
Series: AIPP Books, Principles
Published: March 2023
10.1063/9780735425613_001
EISBN: 978-0-7354-2561-3
ISBN: 978-0-7354-2560-6
... = I i r r − I 0 [ exp ( q ( V M + I M N S R S ) N S n k T ) − 1 ] − V M + I M N S R S N S R P where Iirr is the photocurrent or irradiance current, which is generated when the cell...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
....   51 ( 5 ), 055001 ( 2016 ). 10.1088/0031-9120/51/5/055001 Hardman , K. S.   et al. , J. Visualized Exp.   86 , e51184 ( 2014 ). 10.3791/51184-v Hestenes , D. , Eur. J. Sci. Math. Educ.   1 ( 1 ), 13 – 22 ( 2013 ). 10.30935/scimath/9382 Hogan , K...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
10.1063/9780735425477_010
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
.... and Holyoak , K. J. , J. Exp. Psychol. Learn. Mem. Cogn.   15 ( 1 ), 153 – 166 ( 1989 ). 10.1037/0278-7393.15.1.153 Bassok , M. and Novick , L. R. , Oxford Handbook of Thinking and Reasoning ( Oxford University Press , 2012 ), pp. 413 – 432 . Becerra-Labra , C.   et al...
Book Chapter
Series: AIPP Books, Methods
Published: March 2023
10.1063/9780735425743_001
EISBN: 978-0-7354-2574-3
ISBN: 978-0-7354-2572-9
... = 1 k ⁡ exp ⁡ ( − θ h | x h ω − x h ψ | θ k + 1 ) where θh ≥ 0 and θk+1 ∈ [0, 2] are adjustable parameters. FIG. 1.3 Experimental design and calculation sequence using KSM. Herein...
Book Chapter
Series: AIPP Books, Methods
Published: March 2023
10.1063/9780735425743_011
EISBN: 978-0-7354-2574-3
ISBN: 978-0-7354-2572-9
... rate constant ki follows the Arrhenius type equation shown below: (11.3) k i = A i exp ⁡ ( − E a , i R T c ) where A and Ea are the pre-exponential factor and the activation energy, which...
Book
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
10.1063/9780735425514_020
EISBN: 978-0-7354-2551-4
ISBN: 978-0-7354-2548-4
....   Holyoak (Statistique Et Enseignement, 1989 ). Correction to Bassok and Holyoak, J. Exp. Psychol. Learn. Memory Cognit.   15 ( 5 ), 867 ( 1989 ). 10.1037/h0090398 Bassok , M. , and Holyoak , K. J. , J. Exper. Psych.: Learn. Mem. Cog.   15 , 867 – 867 ( 1989 ). 10.1037/H0090398...
Book Chapter
Series: AIPP Books, Professional
Published: March 2023
10.1063/9780735425477_001
EISBN: 978-0-7354-2547-7
ISBN: 978-0-7354-2544-6
... that the student only considers the peak of the pulse (“part for whole”) and applied the mathematical description incorrectly to the amplitude, not the shape. Mathematics, in this case the exp(-…), apparently overrode the student's physical reasoning. The author identifies the mathematical “exp(-…)” so-called...