En
https://docs.google.com/spreadsheet/ccc?key=0AlfwpUTquuVmdHVDNjNhRFd3SGM3emF3NXRwSWJfQWc&usp=drive_web#gid=0
deixo o conxunto de datos tomados ó longo do curso (dende decembro 2013
ata mediados de xuño 2014) recollidos no noso IES sobre pH e
condutividade da auga de chuvia caída. Están acompañados das gráficas.
Como explicación dos datos, dicir que os datos tómanse por pares (o
dato en si e a temperatura), e que tanto para pH como para condutividade
hai tres pares de datos por observación. Cous corresponden ós patróns
para ver a centralidade da medida do aparello e o terceiro, remarcado en
cor, corresponde á medida da auga de chuvia ese día.
Como é lóxico, non aparecen na táboa tódolos días, pois non tódolos
días choveu, nin aínda que chovera, choveu abondo como para coller unha
mostra na que medir PH e condutividade co aparello subministrado, ou
mesmo, por motivo de non haber clase, non se recolleu ese día e vese
acumulado ó primeiro día hábil seguinte. Por mala comprensión, hai uns
cantos días que non se fixo o contraste de condutividade de 1408,8 uS.
Datos | chuvia |
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| Meteoescolas |
| IES Ribadeo |
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| uS/cm= |
| microSiemens / cm |
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Día | Hora recollida | pH6,86 | ºC | pH4,00 | ºC | pH | ºC | 1408,8 uS/cm | ºC | 146,93 uS/cm | ºC | cond (uS) | ºC | mL |
18/12/2013 | 9:30:00 | 7,3 | 17,1 | 4,6 | 16,6 | 5,1 | 15,3 |
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| 149 | 16,4 | 44 | 15,6 | 12,0 |
19/12/2013 | 10:20:00 | 7,1 | 18,5 | 4,5 | 18,4 | 7,5 | 14,7 |
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| 154 | 18,7 | 46 | 14,8 | 57,0 |
20/12/2013 | 8:30:00 | 7,2 | 16,8 | 4,4 | 16,2 | 5,8 | 9,4 |
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| 100 | 15,3 | 48 | 7,3 |
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9/01/2014 | 11:00:00 | 7,2 | 16,5 | 4,4 | 16,8 | 7,7 | 13,2 |
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| 165 | 16,2 | 29 | 12,7 |
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13/01/2014 | 9:30:00 | 7,5 | 16,1 | 4,8 | 15,9 | 6,8 | 14,5 |
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| 165 | 15,9 | 89 | 15,6 | 2,0 |
14/01/2014 | 8:40:00 | 7,6 | 17,3 | 4,3 | 17,1 | 6,9 | 15,6 |
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| 165 | 18,6 | 35 | 16,4 | 23,2 |
15/01/2014 | 10:20:00 | 7,1 | 21,5 | 4,5 | 19,8 | 6,5 | 19,8 |
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| 162 | 19,8 | 70 | 20,2 | 7,2 |
16/01/2014 | 10:20:00 | 7,3 | 19,9 | 4,3 | 20,3 | 6,2 | 16,0 |
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| 163 | 20,0 | 15 | 15,5 | 112,0 |
17/01/2014 | 11:00:00 | 7,1 | 20,1 | 4,5 | 20,3 | 7,4 | 15,3 |
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| 164 | 20,2 | 22 | 16,3 | 44,0 |
20/01/2014 | 10:10:00 | 7,7 | 17,4 | 4,6 | 17,2 | 5,8 | 12,8 |
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| 173 | 18,0 | 26 | 13,7 | 26,8 |
21/01/2014 | 10:40:00 | 6,9 | 18,3 | 4,4 | 18,6 | 7,2 | 19,9 |
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| 187 | 18,7 | 54 | 19,9 | 1,3 |
22/01/2014 | 9:00:00 | 7,3 | 19,2 | 4,4 | 19,1 | 6,1 | 17,9 |
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| 182 | 19,0 | 56 | 18,2 | 4,0 |
23/01/2014 | 10:10:00 | 7,3 | 19,5 | 4,5 | 19,5 | 6,0 | 16,8 | 1304 | 20,2 | 195 | 20,0 | 131 | 15,7 | 2,1 |
24/01/2014 | 10:10:00 | 7,2 | 19,0 | 4,3 | 19,3 | 7,3 | 20,4 | 1321 | 19,1 | 203 | 19,1 | 126 | 20,1 | 0,3 |
27/01/2014 | 8:35:00 | 7,4 | 16,8 | 4,7 | 16,7 | 6,3 | 13,0 | 1374 | 16,8 | 199 | 17,1 | 78 | 14,1 | 1,9 |
28/01/2014 | 11:00:00 | 7,3 | 20,3 | 4,5 | 20,3 | 5,4 | 15,2 | 912 | 20,3 | 197 | 20,3 | 67 | 15,3 | 6,2 |
29/01/2014 | 10:20:00 | 7,3 | 19,8 | 4,5 | 19,8 | 5,2 | 14,5 | 1353 | 19,8 | 200 | 19,8 | 71 | 15,0 | 15,8 |
30/01/2014 | 11:00:00 | 7,3 | 19,3 | 4,4 | 19,6 | 4,8 | 10,4 | 1365 | 19,3 | 202 | 19,4 | 73 | 10,7 | 20,1 |
31/01/2014 | 9:30:00 | 7,3 | 19,5 | 4,3 | 19,4 | 6,1 | 16,1 | 1363 | 19,9 | 207 | 19,9 | 68 | 17,1 | 2,9 |
3/02/2014 | 10:30:00 |
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| 4,4 | 17,8 | 5,7 | 12,7 | 1343 | 17,6 | 209 | 17,7 | 36 | 13,2 | 14,0 |
5/02/2014 | 9:00:00 |
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| 4,9 | 18,8 | 5,3 | 13,2 | 1336 | 17,0 | 210 | 16,9 | 41 | 13,4 | 11,9 |
6/02/2014 | 11:00:00 | 7,3 | 19,2 | 4,4 | 18,5 | 5,1 | 20,1 |
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| 1,0 |
7/02/2014 | 11:00:00 | 7,3 | 19,7 | 4,3 | 20,0 | 5,9 | 14,0 | 1353 | 19,5 | 212 | 19,1 | 30 | 14,9 | 6,9 |
10/02/2014 | 8:40:00 | 7,3 | 16,3 | 4,4 | 16,1 | 5,7 | 7,8 | 1376 | 16,5 | 216 | 15,7 | 90 | 8,5 | 49,3 |
11/02/2014 | 9:00:00 | 7,3 | 17,9 | 4,4 | 17,6 | 5,7 | 17,5 | 1372 | 19,0 | 220 | 17,6 | 188 | 17,8 | 2,4 |
12/02/2014 | 8:30:00 | 7,2 | 18,6 | 4,5 | 18,7 | 5,5 | 20,2 | 1350 | 18,5 | 216 | 18,2 | 163 | 20,4 | 0,2 |
13/02/2014 | 9:20:00 | 7,3 | 19,6 | 4,5 | 19,5 | 6,9 | 17,9 | 1342 | 19,2 | 221 | 19,2 | 129 | 18,4 | 1,7 |
17/02/2014 | 9:20:00 | 7,5 | 16,5 | 4,4 | 17,0 | 6,9 | 13,0 | 1330 | 16,4 | 223 | 17,0 | 35 | 13,0 | 6,0 |
24/02/2014 | 10:00:00 | 7,3 | 17,3 | 4,6 | 17,9 | 8,4 | 16,5 | 1328 | 18,7 | 213 | 17,8 | 165 | 16,3 | 1,0 |
26/02/2014 | 9:00:00 | 7,9 | 19,8 | 4,5 | 20,6 | 6,7 | 10,3 | 1371 | 20,5 | 222 | 19,7 | 37 | 10,3 | 13,4 |
27/02/2014 | 9:00:00 | 7,1 | 21,8 | 4,5 | 22,3 | 7,1 | 21,6 | 1362 | 21,6 | 228 | 21,6 | 78 | 21,5 | 12,0 |
28/02/2014 | 9:00:00 | 7,1 | 20,7 | 4,7 | 21,3 | 6,5 | 21,8 | 1345 | 21,8 | 231 | 20,7 | 110 | 21,9 | 0,2 |
6/03/2014 | 9:00:00 | 7,4 | 17,3 | 4,7 | 17,6 | 6,5 | 13,3 | 1360 | 17,8 | 225 | 17,3 | 50 | 13,3 | 26,0 |
21/03/2014 | 8:30:00 | 7,0 | 18,7 | 5,0 | 18,7 | 7,7 | 19,5 | 1480 | 19,0 | 280 | 19,0 | 116 | 19,5 | 2,0 |
24/03/2014 | 8:30:00 | 7,5 | 16,2 | 4,8 | 16,0 | 5,6 | 14,1 | 1394 | 16,0 | 278 | 16,0 | 41 | 14,0 | 10,2 |
25/03/2014 | 8:30:00 | 7,4 | 18,5 | 4,5 | 18,4 | 8,1 | 19,5 | 1407 | 18,8 | 256 | 18,8 | 273 | 19,4 | 0,9 |
26/03/2014 | 8:30:00 | 7,4 | 16,4 | 4,6 | 16,4 | 5,2 | 14,0 | 1417 | 16,4 | 236 | 16,4 | 130 | 13,9 | 14,2 |
27/03/2014 | 8:30:00 | 7,4 | 15,7 | 4,6 | 15,9 | 6,7 | 11,8 | 1425 | 15,9 | 262 | 16,3 | 116 | 11,9 | 2,6 |
31/03/2014 | 8:30:00 | 7,5 | 15,1 | 4,6 | 15,6 | 5,9 | 11,6 | 1447 | 16,4 | 263 | 16,4 | 54 | 11,5 | 8,7 |
1/04/2014 | 8:30:00 | 7,4 | 18,6 | 4,6 | 18,6 | 6,8 | 17,8 | 1373 | 19,3 | 267 | 18,6 | 49 | 17,9 | 1,3 |
2/04/2014 | 8:30:00 | 7,5 | 18,0 | 4,6 | 19,1 | 7,5 | 19,0 | 1476 | 18,8 | 280 | 18,8 |
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| 0,1 |
3/04/2014 | 8:30:00 | 7,3 | 18,2 | 4,6 | 18,0 | 6,9 | 16,4 | 1504 | 18,4 | 254 | 18,4 | 19 | 16,4 | 6,5 |
4/04/2014 | 8:30:00 | 7,5 | 19,5 | 4,6 | 19,4 | 6,5 | 19,3 | 1493 | 19,4 | 269 | 19,4 | 57 | 19,3 | 1,2 |
7/04/2014 | 8:30:00 | 7,4 | 19,1 | 4,7 | 19,7 | 7,2 | 18,0 | 1494 | 19,4 | 273 | 19,5 | 46 | 18,1 | 1,8 |
8/04/2014 | 8:30:00 | 7,4 | 19,3 | 4,6 | 19,5 | 5,8 | 19,8 | 1516 | 19,4 | 285 | 19,6 | 57 | 19,4 | 2,9 |
11/04/2014 | 8:30:00 | 7,4 | 18,8 | 4,7 | 18,8 | 5,7 | 18,4 | 1514 | 19,0 | 277 | 19,0 | 65 | 18,4 | 7,1 |
22/04/2014 | 8:30:00 | 7,4 | 18,0 | 4,7 | 18,6 | 8,1 | 18,4 | 1535 | 18,9 | 279 | 18,6 | 64 | 18,4 | 8,5 |
23/04/2014 | 8:30:00 | 7,4 | 17,5 | 4,9 | 18,3 | 8,0 | 17,1 | 1582 | 18,3 | 289 | 18,9 | 141 | 17,1 | 0,8 |
25/04/2014 | 8:30:00 | 7,3 | 19,0 | 4,9 | 19,0 | 8,1 | 19,2 | 1613 | 19,2 | 306 | 19,0 | 120 | 19,1 | 1,5 |
28/04/2014 | 8:30:00 | 7,5 | 19,1 | 4,7 | 19,2 | 7,1 | 19,8 | 1530 | 19,8 | 300 | 19,8 | 51 | 19,8 | 4,3 |
20/05/2014 | 8:30:00 | 7,2 | 21,7 | 5,2 | 21,6 | 7,1 | 21,0 | 1448 | 21,5 | 308 | 21,7 | 221 | 21,2 | 4,4 |
21/05/2014 | 8:30:00 | 7,2 | 20,1 | 4,7 | 20,3 | 6,8 | 20,3 | 1530 | 20,3 | 303 | 20,3 | 45 | 20,3 | 7,4 |
22/05/2014 | 8:30:00 | 7,3 | 20,1 | 4,7 | 20,2 | 6,8 | 20,5 | 1579 | 20,5 | 309 | 20,5 | 86 | 20,6 | 0,8 |
23/05/2014 | 8:30:00 | 7,3 | 20,0 | 4,8 | 20,0 | 6,7 | 20,1 | 1616 | 20,0 | 312 | 20,0 | 34 | 20,1 | 10,0 |
26/05/2014 | 8:30:00 | 7,4 | 18,8 | 4,8 | 19,1 | 6,6 | 18,8 | 1577 | 18,9 | 324 | 18,9 | 64 | 18,8 | 7,5 |
28/05/2014 | 8:30:00 | 7,3 | 18,7 | 5,0 | 19,5 | 7,6 | 19,8 | 1626 | 19,2 | 304 | 19,5 | 117 | 19,8 | 0,3 |
29/05/2014 | 8:30:00 | 7,3 | 19,1 | 4,9 | 19,2 | 6,7 | 19,3 | 1617 | 19,3 | 334 | 19,3 | 114 | 19,3 | 0,8 |
30/05/2014 | 8:30:00 | 7,3 | 19,3 | 4,9 | 20,2 | 6,9 | 19,9 | 1612 | 19,9 | 336 | 20,0 | 30 | 19,9 | 5,2 |
4/06/2014 | 8:30:00 | 7,3 | 20,4 | 4,8 | 21,1 | 6,7 | 17,8 | 1634 | 20,6 | 305 | 21,0 | 88 | 18,5 | 2,4 |
16/06/2014 | 8:30:00 | 7,2 | 23,4 | 4,8 | 22,6 | 7,4 | 22,8 | 1584 | 22,5 | 338 | 22,5 | 137 | 22,7 | 2,6 |
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)
Cabe facer diversos comentarios. As medidas foron tomadas cun aparello subministrado a tal fin,
Multi-Parameter PCTestr 35, que necesita unha cantidade de auga pequena, pero non demasiado, para poder obter as medidas. Iso fixo que, a máis de días de estar pechado o centro por ser non lectivo, houbera outros días que a cantidade de auga caída non permitiu operar para medir.
Nas gráficas aparecen os tres pare de datos de cada magnitude. En ambos casos, a liña máis grosa corresponde á auga de chuvia, e as dúas máis finas, ós patróns. Hai que ter en conta que na condutividade, a gráfica ten unha escala logarítmica.
No caso do pH obsérvase que sempre as medidas tomadas nas disolucións patróns foron superiores ás esperadas. No caso de pH 4 e dos patróns de condutividade, nótase un aumento progresivo do valor obtido, achacable ó estado de conservación das disolucións. Polo contrario, en ambas magnitudes, a auga de chuvia subministrou medidas variables, pero sen ofrecer unha tendencia á súba ou á baixa relacionable co antedito, o que sostén a afirmación de que é achacable ó estado das disolucións patrón, deterioradas ó ser usadas en sucesivas veces: conserváronse o mellor que se puido, pero o mal estado ó final era patente. Foi solicitada a súa renovación, pero só se obtivo produto para renovar unha delas, co que se estimou convinte seguir tal cual.
En relación á actuación dos alumnos, sendo os de 1ºESO os encargados da recollida, non se estimou convinte que realizaran tamén as medidas máis aló dunha demostración, pois, entre outras cousas de detalle, está que o aparello necesita para o caso do pH un tempo de estabilización que pode ser grande.
A toma de temperaturas con cada medida viña dada ó momento polo mesmo aparello, de xeito conxunto ó pH ou á condutividade, e é necesaria para coñecer o resultado normalizado, que non depende del, pero que a necesita para ser calculado. Dese xeito, facilitouse a recollida de auga a unha mesma hora e a súa análise posterior.
Esta entrada participa na
edición LIII do
Carnaval de la Física/Antroido da física (blogue anfitrión este mes,
Vega 0.0 )