Property:Equation (L)

Property: Equation (L) [1]

Imported from: core:equation (core | Linked Earth Core)

Answers the question: What is the mathematical formulation of the Model?

Property Semantics

• Property has type Text
• Can have multiple values ? true

Pages using the property "Equation (L)"

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O
O2kLR 066.temperature.Calibration +	Mg/Ca = 0.38 x exp(0.09 x T)  +
O2kLR 074.temperature.Calibration +	UK'37 = 0.034 x T + 0.039  +
O2kLR 082.temperature.Calibration +	F13' transfer function  +
O2kLR 084.temperature.Calibration +	F13' transfer function  +
O2kLR 101.temperature.Calibration +	Mg/Ca = 0.76 x exp(0.07 x T)  +
O2kLR 105.temperature.Calibration +	UK37 = 0.040 x T - 0.11  +
O2kLR 112.temperature.Calibration +	UK'37 = 0.033 x T + 0.044  +
O2kLR 114.temperature.Calibration +	est SST = (UK37 - 0.317) / 0.023  +
O2kLR 118.temperature.Calibration +	est. SST = (ln Mg/Ca/0.38)/0.09+0.61 (core depth (km))  +
O2kLR 131.temperature.Calibration +	est. SST = [ln(Mg/Ca)/0.38]/0.09  +
O2kLR 135.temperature.Calibration +	Mg/Ca = 0.38 x exp(0.09 x T)  +
O2kLR 146.temperature.Calibration +	est. SST = (UK'37 - 0.039) / 0.034  +
O2kLR 148.temperature.Calibration +	est. SST = [ln(Mg/Ca)/0.38]/0.09  +
O2kLR 150.temperature.Calibration +	est. SST = -61.5 umol/mol per deg C for Sr/Ca  +
O2kLR 175.temperature.Calibration +	est. SST = (UK'37 - 0.039) / 0.034  +
O2kLR 183.temperature.Calibration +	est. SST = (UK37 - 0.039) / 0.034  +
O2kLR 187.temperature.Calibration +	est. SST = (UK37 - 0.039) / 0.034  +
O2kLR 195.temperature.Calibration +	est. SST = (UK37 - 0.039) / 0.034  +
P
PYT0FIL1QOR.sst.Calibration +	u37kprime = 0.033T + 0.044  +
PYT0KEXC0XJ.ghostMeasured.Calibration +	est. SST = [ln(Mg/Ca)/0.38]/0.09  +
PYT0TJHJXF5.sst.Calibration +	Mg/Ca = 0.4exp(0.094T)  +
PYT22RKLEGF.ghostMeasured.Calibration +	est. SST = [ln(Mg/Ca)/0.38]/0.09  +
PYT2SGXNF4F.ghostMeasured.Calibration +	Regression  +
PYT3X3KMCMH.ghostMeasured.Calibration +	MAT  +
PYT76E5TNZE.ghostMeasured.Calibration +	Mg/Ca = 0.38 x exp(0.09 x T)  +
PYT790VSCEN.ghostMeasured.Calibration +	BAYSPAR Bayesian calibration  +
PYT80EV07EP.ghostMeasured.Calibration +	est. SST = (ln Mg/Ca/0.38)/0.09+0.61 (core depth (km))  +
PYT8S51GM3O.sst - mg/ca.Calibration +	SST = ln(Mg/Ca/0.38)/0.09+0.61xwater depth + 1.6  +
PYT917S9C8J.sst - uk37.Calibration +	u37kprime = 0.033T + 0.044  +
PYT9CHPZO4J.tt.Calibration +	Mg/Ca (mmol/mol) = 0.328exp[0.090T (°C)]  +
PYTA30E61Y5.sst.Calibration +	u37kprime = 0.033T + 0.044  +
PYTC1DJPWXY.uk37.Calibration +	UK37 = 0.034T + 0.039  +
PYTD1SMFYJP.ghostMeasured.Calibration +	T=3.7 - 0.38 x  +
PYTDDWAR473.sst.Calibration +	UK37 = 0.034T + 0.039  +
PYTDJ6RG45R.sst.Calibration +	u37kprime = 0.033T + 0.044  +
PYTDK4DZ147.ghostMeasured.Calibration +	est SST = (UK37 - 0.317) / 0.023  +
PYTDL2ZXUHV.sst.Calibration +	T = 0.38exp(0.089T)  +
PYTDQALDGGL.uk37ann sst.Calibration +	Uk'37 = 0.031T + 0.092  +
PYTDTZ5QPCK.ghostMeasured.Calibration +	UK'37 = 0.034 x T + 0.039  +
PYTES973TGM.sst.Calibration +	Mg/Ca = 0.5exp(0.08T)  +
PYTFGE42J5T.sst.Calibration +	Mg/Ca = 0.38exp(0.09SST)  +
PYTG7C75SQQ.d18ow-s.Calibration +	T = 16.5 – 4.80(18Oc – 18Ow)  +
PYTGQBFK15X.ghostMeasured.Calibration +	est. SST = (UK37 - 0.039) / 0.034  +
PYTH3UK1UX7.ghostMeasured.Calibration +	Mg/Ca = 0.76 x exp(0.07 x T)  +
PYTHMKKGJKN.ghostMeasured.Calibration +	Regression  +
PYTIOLIA1GV.ghostMeasured.Calibration +	est. SST = (UK37 - 0.039) / 0.034  +
PYTIXVJNKHA.ghostMeasured.Calibration +	Regression  +
PYTJ0E7KEWV.ghostMeasured.Calibration +	Regression  +
PYTJDP3CCTE.sst.Calibration +	Mg/Ca = 0.38exp(0.09SST)  +