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were able to prove that this number, which can be so easily defined in terms of geometry, cannot be defined as a ratio between two integers! If you ve taken any geometry, you know that the circumference of a circle divided by its diameter is symbolized by the small Greek letter pi ( ) Many calculators have a key you can punch to get straightaway You ll never find any repeating pattern of digits in the decimal expansion of Even if you spend the rest of your life trying, you will fail That s because is not a rational number Mathematicians call quantities such as irrational numbers You ll learn more about them in Chap 9

Here s a challenge!

i Nj This symbol represents the integer phase ambiguity which is de ned in Section 849 i The symbols (x, pi ), E i , c ti , Ir , and T i are de ned following eqn (83) The majority of the discussion to follow will focus on the L1 phase signal and will drop the subscript 1 to simplify the notation; however, the discussion directly extends to the L2 phase with appropriate changes to the ionospheric error term The common-mode errors

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If your magnetometer did not spring-to-life then you will have to turn off the circuit and remove the power supply, and look the circuit over carefully to make sure you didn t install a component incorrectly Grab your schematic, parts layout diagrams and charts and let s take a closer look at the circuit board Remember we talked about certain components, like capacitors and diodes having polarity Make sure that you installed the electrolytic capacitors and diodes with respect to their proper polarity; this is common cause for error If need be, have another person, such as a parent or skilled technician or engineer or knowledgeable friend, look over the circuit for you The same person looking over the same circuit numerous times often prevents you from finding your errors; you need a fresh look from another person to catch mistakes Another cause for error is placing the integrated circuits in the wrong socket or in the wrong direction in the socket After looking the board over carefully, you can re-apply the sensor and power supply connections and test the circuit once again, hopefully it will work fine this time around Once you know the magnetometer and sensor circuits are working properly, you can make provisions for mounting the sensor in a water-tight PVC case The remote flux-gate sensor probe was mounted in a 21 2 12 length of PVC pipe Circuit board guides were epoxied to the inside of the PVC pipe to allow the circuit board to be slid into the PVC pipe One 21 2 end cap was cleaned and cemented to the outside probe end of the PVC pipe A 1 2 hole was drilled and tapped in the center of the second PVC

Imagine a decimal expression that has an endlessly repeating triplet of digits We can write it down in this form: 0 ### ### ### where ### represents the sequence of three digits that repeats The spaces on either side of the decimal point, and after each triplet of pound signs, are inserted to make the expression clear Our mission is to show that this decimal numeral represents the fraction ###/999

(827)

Let s call the mystery fraction m Our task is to find a fractional expression for m This process is straightforward, but it takes several steps Follow along closely, and you shouldn t have any trouble understanding how it works We ve been told that m = 0 ### ### ### We can break this into a sum of two decimal expressions, one terminating and the other endless, like this: m = (0 ###) + (0 000 ### ### ### ) Note that the first addend here is ###/1,000 The second addend happens to be the original mystery number, m, divided by 1,000 Therefore, m = (###/1,000) + (m/1,000) The two fractions on the right-hand side of the equals sign have a common denominator, so they re easy to add We get m = (### + m)/1,000 Now we can multiply each side of this equation by 1,000 and then manipulate the right-hand side, getting 1,000 m = 1,000 (### + m)/1,000 = (### + m) (1,000/1,000) = ### + m

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