Iii-1.7 eexp (e-function (no. 11)) 94, Iii-1.8 ln (natural logarithm (no. 12)) 94, E function 94 – West Control Solutions KS98-1 User Manual

Page 94: Eexp 94, Ln 94, Logarithm (natural) 94, Natural logarithm 94, Iii-1.7 eexp (e-function (no. 11)) y e, Iii-1.8 ln (natural logarithm (no. 12)) y x, Ln 1)

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III-1.7

EEXP (e-function (No. 11))

y

e

x

1

1

=

The e-function is calculated.
If input signal

x1 is higher than 85, there may be an overflow. In this case, y1 = 1,5

w

10

37

is output rather than

forming the power.

If

x1 is not wired, this is interpreted as x1 = 0 and thus as y1 = 1.

g

Note:
EEXP is the reversal function of function LN.

Examples:

With an input value of

x1 = 5, output value y1 = 148,413159.

With an input value of

x1 = 0,69314718, output value y1 = 2.

III-1.8

LN (natural logarithm (No. 12))

y

x

1

ln 1)

= (

The natural logarithm of input variable

x1 is formed.

The basis of natural logarithms is constant e (2,71828182845904).
If

x1 is not wired, this is interpreted as x1 = 1. In this case y1 is 0.

With a negative input variable

x1, y1 = -1,5

w

10

37

is set.

g

Note:
LN is the reversal function of function EEXP.

Examples:
The result of input value

x1 = 63 is an output value of y1 = 4,143134726.

The result of input value

x1 = 2,71828182845904 is an output value of y1 = 1.

Scaling and calculating functions

9499-040-82711

III-94

EEXP (e-function (No. 11))

x1

y1

e

x1

x1

y1

ln

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