RF Field Strength Meter TDM-200. Instruction Booklet. Laplace Instruments Ltd. Supplied by:

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Supplied by: Laplace Instruments Ltd 3B, Middlebrook Way CROMER, Norfolk NR27 9JR UK Tel: 01263 51 51 60 Fax: 01263 51 25 32 E-mail: tech@laplace.co.uk RF Field Strength Meter TDM-200 Instruction Booklet Issue 1 July 2003 Laplace Instruments Ltd 12 1

Battery Battery life is typically 3 hours of measurement time. If LOW BATTERY shows on the display, you have about 15 minutes of battery life left. Slide the back lid off (in a direction away from the 2 screws) and replace the 9 volt battery. Warranty This page is intentionally blank This product has a 12 month warranty which applies from the date initially purchased. If a fault occurs, return the unit to your supplier, postage prepaid, together with a note explaining the nature of the fault and contact telephone number and return address. Provided that the unit is within warranty and has not been subject to misuse, it will be repaired or replaced and returned. 2 11

be the correct magnitude of the power density.) Most RF field sources are principally vertically polarized, in which case only the vertical reading needs to be done. To measure the full power density at a certain point in space, regardless of the sources locations, measure the vertical first (meter pointed upward). This will usually be the majority of the RF power density. Then make two measurements 90 apart, with the meter s long axis pointed in the horizontal direction. For example, after the vertical measurement, measure holding the meter in a north-south orientation and then in an east-west orientation. The sum of these three numbers is the total power density at that point in space, regardless of the position of the transmitter or transmitters. An accuracy problem arises however, because your body can block RF radiation, so if an unseen transmitter is located on the opposite side of your body from the meter, the reading will be falsely low. If you hold the meter higher than your head, this problem disappears. The presence of your hand and arm will have some effect on the field strength at the meter, so the most accurate reading is taken by setting the meter on a non-metallic surface or using, for example, a plastic holder. 10 Introduction This meter measures the power density of radio waves from.5 MHz to 3000 MHz (3 GHz). The internal antenna is polarized along the long axis of the meter, so to read vertical polarization (which is the most common), hold the meter vertically. Use of this meter enables the user to obtain an accurate assessment of the RF power in any location. The sensitivity is such that it can measure very low levels, as may be experienced in some rural areas. A range selector switch allows high levels to be measured also. There are 3 ranges that span from.001 to 2000 microwatts/cm 2. Accuracy in the mobile telephone frequency range (800 1700 MHz) is +/-20% of the reading. At the frequency limits.5 MHz and 3000 MHz, it reads 3 db low (-50%). The bandwidth switch allows a highpass function (with a 6 db per octave rolloff below 100 MHz) so that only the high frequencies such as cell towers are allowed through. This switch can also be set to Wide bandwidth, allowing all frequencies down to 0.5MHz, including AM radio. For rapidly fluctuating signals, the update switch can be set to slow to smooth out the readings. Normally this is set on Fast however, so you can see changes rapidly. Controls on the side allow you to neutralize the offset which is temperature dependent and is usually a few nanowatts (.001 microwatts) per cm 3. This meter uses a standard 9-volt battery (included) and has a low battery indicator on the display. 3

Operation To operate, turn the left knob to 19.999. Then switch Bandwidth to Narrow and Update to Fast. Shield the meter top with your hand, if necessary, to get the display to read less than 0.200 (but hand-shielding is usually not necessary unless you are in a strong RF area). When the meter is in a weak RF (radio frequency) area so it s reading less than 0.200, hold down the button on the right side. This turns off the internal RF amplifier so it should make the meter read zero. Then while you continue to hold down the button, rotate the aluminum shaft so that the meter actually does read zero. Then release the button. The meter is now ready to use. Later if the temperature changes significantly, you may need to repeat the zero procedure (above). To check if it s necessary to repeat the zero procedure, push down the button while in a weak RF field or no field (less than 0.200). If the display then reads zero, or plus or minus 0.001, it s not necessary to zero it again. An additive error is introduced if you don t zero the meter. It is only equal the amount shown when you hold down the button. For example, if the meter displays 0.004 when you hold down the button, and it reads 0.215 when you release the button, the actual power density is 0.211, and this rule applies to all three ranges on the knob. If you only want to measure high frequencies such as cell towers and microwave ovens, switch Bandwidth to Narrow. To 4 The formula is: F = 100 MHz / R-1 Although most commercial RF transmitters radiate with a vertical antenna and thus a vertical electric field (so you can hold the meter vertically to measure the full power density), some RF radiation also has some horizontal component, due to reflections or transmitters that have antennas not pointed vertical. If you know where the transmitter is, you will only have to perform two readings to find the transmitter's total power density at your position. These correspond to "Z" (vertical) and "X" (horizontal, but perpendicular to the direction of the transmitter). In theory, if you point the meter's long axis toward the antenna (the "Y" direction), you will not detect any radiation from that antenna. This seems counterintuitive. (In fact, there may be some diagonal reflectors near you that produce a small "Y" component coming from the transmitter, but this is not usually significant). In practice, if the back face of the meter is facing the RF source, and the meter is read first in the vertical orientation and then it is read after being rotated 90 to the horizontal position (with the back face still facing the RF source), the sum of those two numbers will be the true power density from that transmitter. (This addition is a "sum of squares". That is, because power density is proportional to the square of the electric field, then the direct sum of these two numbers, and not the square root of the direct sum, will 9

the Bandwidth switch set at "Wide", and then measuring the power density with the switch set to "Narrow". If these numbers are the same, the average frequency is above 1 GHz. If the "Narrow" number is less than 1% of the "Wide" number, then the average frequency is below 10 MHz. If the "Narrow" number is between about 1% and 99% of the "Wide" number, you can estimate If this ratio is: Then the average frequency is: 1.01 1 GHz 1.05 450 MHz 1.1 315 MHz 1.2 220 MHz 1.5 141 MHz 2 100 MHz 3 71 MHz 5 50 MHz 10 33 MHz 20 23 MHz 50 14 MHz 100 10 MHz average frequency from the ratio of the two numbers. To calculate the average frequency, take the ratio of the "Wide" reading to the "Narrow" reading. This number will be 1.00 or greater. see all RF frequencies, switch to Wide. Make sure your hand is not blocking the top third of the meter. The sensor is in the top of the meter and the meter should be held vertically upward (it measures the vertical electric field component of the RF wave and converts that number to a power density on the display). Because your body (and other objects) reflect radio waves, there is some ambiguity in the readings. This is especially true at the higher frequencies. You ll notice that if you first measure and then reduce the distance from your body to the meter by one inch, the reading may change. Also as you move the meter, the reading may repeatedly go higher-lower-higher every inch or so. You should take an average in this case. Generally, the RF waves have most of their power in the vertical electric field, but some is in the horizontal. To get a true measurement of the total RF power density propagating toward you hold the meter vertical (with the battery-lid-side facing the object you re testing) and read that number. Then turn the meter horizontal (either 90 left or right of vertical, with the back still facing the object you re testing) and add that number to the vertical reading. This gives the sum of vertical and horizontal power density. For comparison, maximum allowable exposure for any public area is 600 microwatts/cm 2 for an analog cell tower (at about 890 MHz). Typical city background (over a mile from any major transmitter) is around 0.100 microwatts/ cm 2. Typical background in the country is about 0.010 microwatts/ cm 2. 8 5

ICNIRP ICNIRP Pub. E field (V/m) Occ. E field (V/m) Pub. P.D. (mw/cm2) Occ. P.D. (mw/cm2) Pub. H field (A/m) Occ. H field (A/m) 0.1 1 10 100 1000 10000 100000 Frequency (MHz) The International Commission for Non-Ionising Radiation Protection has established a set of guidelines for the maximum levels of RF radiation that persons should be exposed to. These are defined for two areas, Occupational and all other areas. The occupational levels relate to areas where RF is used as part of the process or function of the equipment. The graph opposite shows the various levels that are defined. The power density (P.D.) is shown as mw/cm 2, the Electric field (E) is shown as V/m and the magnetic field (H) in A/m. Measurement detail [This section goes into more detail about using the meter to estimate the average frequency of an RF signal, and also the directionality of RF measurements.] When measuring an RF signal of unknown frequency, you may notice that the reading is different when the Bandwidth switch is set to "Wide" vs. "Narrow". If so, you can estimate the average frequency (averaged over the power density) of the RF spectrum. If 1000 100 10 1 Reference Levels 0.1 0.01 it's just a wave of a single frequency, you can estimate the frequency of that wave. This estimate is done by measuring the power density with 6 7