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Eckhard Worch - Hydrochemistry : basic concepts and exercises

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Eckhard Worch Hydrochemistry : basic concepts and exercises
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    Hydrochemistry : basic concepts and exercises
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Quality and usability of water is determined by its dissolved or suspended constituents. This book provides an overview of the physical and chemical processes in aquatic systems that determine the input, output, or transformation of water constituents. Emphasis is placed on the mathematical description of relevant reaction equilibria in aquatic systems and the practical application of equilibrium relationships. An outstanding text and exercise book for students in all environmental study programs

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Inhaltsverzeichnis A Appendix A1 Some important constants - photo 1
Inhaltsverzeichnis

A Appendix
A.1 Some important constants
ConstantSymbolValue
Avogadro constant (number of species per mole)N A6.022 1023 1/mol
Elementary charge (charge of a proton, negation of the charge of an electron)e1.602 1019 C
Ebullioscopic constant of waterK B0.513 K kg/mol
Faraday constantF96 485.34 C/mol
Kryoscopic constant of waterK F1.86 K kg/mol
Universal gas constantR8.3145 J/(mol K)
0.083145 bar L/(mol K)
A.2 Some important logarithm rules

Logarithmic quantities (e.g. log a , log c, log K ) are frequently used in hydrochemistry and, consequently, also in this textbook. Therefore, it seemed useful to compile the main definitions and rules that are needed to work with logarithms.

Definitions:

The logarithm of a number x is the exponent n of a basis b if x is expressed as power of b :

Hydrochemistry basic concepts and exercises - image 2

If the basis b is 10, the logarithm is referred to as decimal (decadic, common) logarithm:

Hydrochemistry basic concepts and exercises - image 3

Note that the decimal logarithm is often written simply as log x instead of log10 x . This simplified notation is also used in this book.

If the basis b is the number e (Euler number, e = 2.71828), the logarithm is referred to as natural logarithm, written as ln x :

Hydrochemistry basic concepts and exercises - image 4

The relationship between the decimal and the natural logarithm is given by:

Hydrochemistry basic concepts and exercises - image 5

p notation:

The p notation, often used in hydrochemistry, means the negative decimal logarithm of a quantity and is used for constants as well as activities (or concentrations):

Hydrochemistry basic concepts and exercises - image 6

Logarithm of a product:

Hydrochemistry basic concepts and exercises - image 7

Logarithm of a quotient:

Hydrochemistry basic concepts and exercises - image 8

Logarithm of the p-th power of a number x:

Hydrochemistry basic concepts and exercises - image 9

Inverse properties:

A3 List of important equations The following list is a compilation of the - photo 10
A.3 List of important equations

The following list is a compilation of the most important equations from the main text. The equations are arranged according to the chapters where they were introduced and where you can find a detailed interpretation.

Density, :

Dynamic and kinematic v viscosity Molar heat capacity c p - photo 11

Dynamic () and kinematic ( v ) viscosity:

Hydrochemistry basic concepts and exercises - image 12

Molar heat capacity, c p :

Hydrochemistry basic concepts and exercises - image 13

Capillary rise, h , in a capillary with the inner radius r :

Hydrochemistry basic concepts and exercises - image 14

Vapor pressure of small droplets with the radius r , p (droplets):

c p molar heat capacity g gravity of Earth H enthalpy h capillary rise m - photo 15

c p molar heat capacity, g gravity of Earth, H enthalpy, h capillary rise, m mass, p (droplets) vapor pressure of small droplets, p 0 vapor pressure (bulk liquid), R gas constant, r radius, V Volume, V m molar volume, T absolute temperature, dynamic viscosity, kinematic viscosity, contact angle, density, surface tension

Mass concentration, *:

Hydrochemistry basic concepts and exercises - image 16

Molar concentration (molarity), c :

Hydrochemistry basic concepts and exercises - image 17

Substance amount (number of moles), n :

Hydrochemistry basic concepts and exercises - image 18

Equivalent concentration, c (1/ z X):

Hydrochemistry basic concepts and exercises - image 19

Molal concentration (molality), b :

Hydrochemistry basic concepts and exercises - image 20

Mass fraction, w :

Hydrochemistry basic concepts and exercises - image 21

Mole fraction, x :

Hydrochemistry basic concepts and exercises - image 22

Note: For gaseous mixtures, y is used as symbol for the mole fraction.

Partial pressure, p :

Hydrochemistry basic concepts and exercises - image 23

Relationship between partial pressure, p i , and molar concentration, c i , in the gas phase:

Hydrochemistry basic concepts and exercises - image 24

Ionic strength, I :

Hydrochemistry basic concepts and exercises - image 25

Ion balance, condition of electrical neutrality:

Hydrochemistry basic concepts and exercises - image 26

Activity, a :

Hydrochemistry basic concepts and exercises - image 27

Activity coefficient, z :

Hydrochemistry basic concepts and exercises - image 28

(Debye-Hckel equation)

Gntelberg equation a activity b molality c molar concentration I ionic - photo 29

(Gntelberg equation)

a activity, b molality, c molar concentration, I ionic strength, M molecular weight (molar mass), m mass, n substance amount (number of moles), p i partial pressure, p total total pressure, R gas constant, T absolute temperature, V volume, w mass fraction, x mole fraction, y mole fraction (gas phase), z ion charge (absolute value), activity coefficient, * mass concentration

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