From 2.45 minutes to 2.50 minutes in 5 seconds makes 10 complete oscillations of 44 cm .... so made at 20 sec 40 oscillations of 44 cm

https://www.youtube.com/watch?v=RoM5pEy7n9Q
1) my model , at high speed , hit 40 complete oscillations in 20 sec. This means that the oscillation frequency is : n = 40/20 = 2Hz ( revolutions / sec) and the period T = 1 / n = 0,50 sec.

2) 11 cm radius of rotation in the order of conversion of rotary motion into a reciprocating , the maximum horizontal speed succeeded to the one or other direction , is : U = 2p.r.n = 138,16 cm / sec.

3 ) This velocity , which starts from zero at both ends, is obtained in the halfway of 22cm, i.e. at time T / 4. So the horizontal acceleration of my model is : a = h / ( T / 4 ) = 4u / T = 4 * 138,16 / 0,50 = 1105,28 cm/sec2 = 1105,28 / 981 = 1,13 g

And the vertical acceleration of 0,06 g

Full acceleration Got horizontally 1,13 g

Full acceleration is perpendicular succeeded 0,06 g

Experiment with speed 8 g!

The actual physical acceleration of the earthquake is one that I mentioned above too .

But because the model is in the range 1 to 7.14 to see the actual intensity earthquake would have if the model were true scale must be multiplied by the radius rx 7.14 scale at which the model was constructed .

Specifically ...

In the experiment this model makes ...

From 2.45 minutes to 2.50 minutes in 5 seconds makes 10 complete oscillations so .... 20 sec at 40 oscillations made

https://www.youtube.com/watch?v=RoM5pEy7n9Q
1) my model , at high speed , hit 40 complete oscillations in 20 sec. This means that the oscillation frequency is : n = 40/20 = 2Hz ( revolutions / sec) and the period T = 1 / n = 0,50 sec.

2) rotation radius 11 cm x 7,14 in the range of the conversion means into a reciprocating rotary motion , the maximum horizontal speed succeeded to the one or other direction , is : U = 2p.r.n = 987 cm / sec .

3 ) This velocity , which starts from zero at both ends, obtained midway i.e. at time T / 4. So the horizontal acceleration of my model is : a = h / ( T / 4 ) = 4u / T = 4 * 987/0, 50 = 7896cm/sec2 = 7896/981 = 8g

And the vertical acceleration 0,43 g

Full acceleration Succeed natural size structure is horizontally 8g

Full acceleration is perpendicular succeeded 0,43 g

The behavior of the model was without faults in the experiment , and therefore we do not know further strength.

The buildings in Kefalonia manufactured with the highest rate of seismicity in Greece that is 0,36 g.

Although withstood much more 0,50 - 0,60 g reaching the acceleration in this earthquake .

Anyway , my design model far exceeded the value of g currently planned .

Correlation with the Mercalli scale

http://en.wikipedia.org/wiki/Peak_ground_acceleration
Instrumental Intensity, Acceleration (g), Velocity (cm / s), Perceived Shaking, Potential Damage

I ........................... <0.0017 ............... <0.1 ... .... Not felt ............. None

II-III .................. 0.0017 - 0.014 .... 0.1 - 1.1 .......... Weak ........ ...... None

IV .................... 0.014 - 0.039 ...... 1.1 - 3.4 ......... Light ....... ....... None

V ..................... 0.039 - 0.092 ........ 3.4 - 8.1 ......... Moderate .... ....... Very light

VI ....................... 0.092 - 0.18 ........ 8.1 - 16 ......... Strong .. ......... Light

VII ....................... 0.18 - 0.34 .......... 16 - 31 ......... Very strong ........ Moderate

VIII ...................... 0.34 - 0.65 ......... 31 - 60 ......... Severe .. ....... Moderate to heavy

IX ........................ 0.65 - 1.24 .......... 60 - 116 ....... Violent. .......... Heavy

X + .......................> 1.24 ...........> 116 ........... .... Extreme ............. Very heavy