The Arhennius viscosity model describes how viscosity u depends on temperature 1: 0A%0A%0A%0A%0 u = ueE/RT MOC Here u is viscosity (Pa.s), I is the temperature (in "Kelvin), E is the activation energy (J mol¹), R is the universal gas constant (R = 8.3145 J mol¹ K¹) and U is a constant (Pa s). Ensure all your numerical answers are provided, accurate to 4 significant figures. Linearise this non-linear equation to allow the least squares fitting, i.e. write it in the form y = a + a₁x. Identify the independent (x) and dependent (V) variables and write the linearised equation in the answer boxes, clearly defining what do and a₁ are equal to in terms of Up, E and R. y: ao: a₁: C X: Ma
The Arhennius viscosity model describes how viscosity u depends on temperature 1: 0A%0A%0A%0A%0 u = ueE/RT MOC Here u is viscosity (Pa.s), I is the temperature (in "Kelvin), E is the activation energy (J mol¹), R is the universal gas constant (R = 8.3145 J mol¹ K¹) and U is a constant (Pa s). Ensure all your numerical answers are provided, accurate to 4 significant figures. Linearise this non-linear equation to allow the least squares fitting, i.e. write it in the form y = a + a₁x. Identify the independent (x) and dependent (V) variables and write the linearised equation in the answer boxes, clearly defining what do and a₁ are equal to in terms of Up, E and R. y: ao: a₁: C X: Ma
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Transcribed Image Text:The Arhennius viscosity model describes how viscosity u depends on temperature 1:
u = uo e E/RT
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Here u is viscosity (Pa.s), I is the temperature (in "Kelvin), E is the activation energy (J mol¹), R is the universal gas constant (R = 8.3145 J mol¹¹ K¹) and
U is a constant (Pa s).
Ensure all your numerical answers are provided, accurate to 4 significant figures.
Linearise this non-linear equation to allow the least squares fitting, i.e. write it in the form y = a + a₁x. Identify the independent (x) and dependent (y)
variables and write the linearised equation in the answer boxes, clearly defining what ao and a₁ are equal to in terms of up, E and R.
y:
ao:
a₁:
X:
IOHO OHO
Man
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