Mettler Toledo LJ16 Spécifications Page 40

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Chapter 4: Environmental Considerations
Vibration
(12/99) 4-9
Add mass to the scale platform.
Use a shock-absorbing material such as (1) Fabreeka
pads, (2) coil springs, (3)
railroad ties, or (4) build a sandbox (foundry).
(Fabreeka is a registered trademark of Fabreeka International, Inc.)
Vibration
If a scale vibrates constantly, it might not come to rest long enough to capture an
accurate weight reading. METTLER TOLEDO indicators have built-in filtering systems that
can eliminate most of the effects of vibration. When installing a weigh module system,
you should take steps to reduce any external or internal vibration that the indicator
cannot eliminate.
External Vibration: A scale can be affected by vibration from its foundation or from the
surrounding environment. We recommend finding the source of the vibration and
correcting it to eliminate its effect on the scale. Cutting the floor slab or separating the
scale support frame from surrounding structures can also prevent external vibration from
affecting a scale’s stability.
Internal Vibration: Vibrations produced inside a tank are normally caused by sloshing
liquid or agitation. In large tanks, sloshing can produce low-frequency vibrations that
are difficult to eliminate at the scale indicator. You can reduce sloshing by installing
baffles in a tank. If an agitator and its drive motor are permanently attached to a scale,
you might need to incorporate isolation pads (such as Fabreeka
, available from
METTLER TOLEDO) in the mounting of the weigh modules to minimize the internal
vibration. To improve weighing accuracy, make sure the agitator is stopped while weight
readings are taken.
It is difficult to analyze the effects of vibration that is caused by wind. If high accuracy is
required, we recommend shielding the scale from wind. Any time a tank is located
outdoors, it should be designed to minimize vertical forces resulting from wind.
Temperature Effects
Temperature can affect a weigh module system by causing structural supports to
expand and contract or by exceeding the operating limits of the strain-gauge load cells.
As a tank expands and contracts, it pushes or pulls on attached piping. If the piping
connections are rigid, this can cause weighing errors. The following equation can be
used to calculate the change in the length of a tank as the temperature changes:
L = a × L × T
Where:
L
= Change in Length
a
= Coefficient of Linear Expansion
L
= Original Length
T
= Change in Temperature
Table 4-3 lists temperature specifications for METTLER TOLEDO load cells. The
compensated range is the temperature range in which the load cell will meet or exceed
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