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PRACTICAL DESIGN FOR
RUT tenis
= MOTION CONTROL
PETER E. NACHTWEYFluid power offers many unique advantages. For example, hydraulic
‘actuators can it and hold heavy loads without the need for braking,
move heavy objects smoothly af fast or slow speeds, and apply
force of torque efficiently without the need for gear boxes, while
consuming less space and producing less heat atthe actuator than
electric motors. Hydraulic actuators are comparatively small even
for applications that involve heavy loads. While electric motors must
be sized for the maximum load that willbe applied. hydraulic pumps
need to be sized only forthe average load with an accumulator used
to store energy to handle peak loads
‘And when fluid power is combined with modem motion contro!
technology, these benefits can be realized along with precise motion
{and positior/force control, automated tuning, and easy integration
with other control components. Yet some people stil avoid hydraulics
‘even where itis a great ft. Why is this? One thing Delta has observed
Is that some people turn to electromechanical actuators because they
understand electric motors better. Years ago, we began to notice that
‘one of the most popular downloads from Delta's website was a simple
‘one-page “Do's and Don'ts” of hydrauile motion control. We realized
that there was a need for more practical knowledge on this subject
Fortunately, Delta's President, Peter Nachtwey, has a deep and broad
‘understanding of hydraulic motion control on both the theoretical
‘and practical sides. He has been on-site at many diflerent industria!
‘applications - from sawmills in North America, Australia and the UK
to stee! mils in Turkey and India. Peter began a series of articles,
‘on various aspects of fluid power motion control, in order to make
easier to design highly successful systems. This effort eventually
resulted in this Practical Fluid Power Motion Control Design Guide
‘This guide covers key components in a fluid power system and shows
how to use modem motion controllers to precisely control position,
velocity, pressure/force or torque in industrial fuid power or hybrid
‘machine applications,
‘We hope this Practical Design Guide will help you to make your
‘control system applications more successful - whether you use
hydraulic, pneumatic, or electric control. Your choice should come
down to ft — what technology works best for your application. With
the knowledge gained from this Guide, you will be able to choose
‘a motion controller with the special capabiities needed for high
performance hydraulic motion control. And a flexible. powerful, yet
‘easy-to-use motion controller such as the Delta RMC will also work
‘great to control electric motors, allowing one controller to be used for
multiple closed-loop applications, whether itis controling hydraulic,
electric, or any combination of hydraulic and electric axes.eter & Nachtivey
About the Author
Mr. Nachtwey has more than 25 years of experience developing
hydraulic, pneumatic, electronic and vision systems for industrial
applications. He graduated from Oregon State University in 1976
with a BSE and served in the U.S. Navy until 1980, He became
president of Deta Computer Systems, Inc. in 1992. In adation
to leading Delta's engineering and R&D programs, his articles
‘are published in industry publications such as Hydraulics and
Pnoumatics and Machine Design. He has also presented technical
papers for IFPE NFPA, FPDA and various technical conferences.
Control
3... 1-1, On-Off ys, Closed-Loop Control
Closed-Loop Position-Pressure/Foree Control
10.... 1-3. Feed Forwards Make Closed-Loop Tuning Easier
14... 1-4, Selecting the Right Control Algorithm
18, .. 1-5. Tips for Precise Pressure Control
22... 1-6, Closed-Loop Control Examples in Cyclical Testing,
 
Connect
26... 21. Correct Cyhinder Siz
System Operation
 
is Critical to Proper Hydraulic Servo
 
 
 
 
28... 2-2. Choosing the Best Valve for Servo Hydraulic Control
33... 2-3, Avoiding the Wrong Valves
36.... 2-4, Accumulators: Unsung Heroes of Hydraulic Motion Systems
40.... 2-5. What You Should Know About Rotary Encoders
44... 2-6, Pressure Transducers Boost Precision and Reliability in
Hydraulic Applications
Optimize
47... 3-1, Optimized Control Requires Fine-Resolution Feedback
50.... 3-2. Electronic Filtering Solves Problems
54... 3-3, Adaptive Hydraulic Control
 
58.... 34, Active Damping Saves Energy
61... 3-5. Modeling and SimulationCONTROL
 
me,
Miiith
1-1. On-Off vs. Closed-Loop Control
 
 
The decision to use on-off contro! one can get by using only open-loop
vs. closed-loop control requires control with the same feedback options
consideration of several factors. In as with an on/off valve. Finally
actuality, comparing on-off control there are high-end systems that use
(sometimes called “bang-bang” an encoder or MLDT for feedback
control because of the noise that “closing the loop" with a servo valve
an actuator makes when it stops or servo-quality proportional valve
abruptly) to closed-loop control is The decision options can be arrang
not an “apples-to-apples” comparison in a table with the feedback options
because on-off control only specifies on one axis and the control options on
the output whereas closed-loop servo another (see Table 1)
    
 
 
 
control implies linear feedback and The two options marked "NA" in
: linear output control Table 1 are not applicable because
closed-loop control cannot be done
Factors to consider without continuous feedback (limit
switches or photo eyes are not
For instance, one can use on-off
valves with no feedback, with discrete
limit switches or photo eyes to provide
coarse position information, or they Feedback
cean be used with continuous position Obviously the least expensive
or velocity feedback. Continuous feedback method ts to use none at
feedback can come from an analog This "no-feedback" control is often
feedback device, an encoder, or a augmented by operators that “close the
megnetostrictive linear displacement g their vision and reflexes
transducer (MLDT), Even if one is actuators back and forth.
, using a ser¥0 oF proportional valve, For aulomation, this method provide
ted flexibility in that the only
enough),
 
 
 
 
 
 
there are many applications wherepositions that can be reached with
Certainty are the ends of the cylinder
The actuator will also travel at varying
speeds dependent on changes in load,
pressures and how warm the oil is.
However, in many applications this
method is adequate,
Discrete feedback (limit switches
and photo eyes) is the next step up.
This option uses either on-off valves
or proportional valves to drive the
hydraulics. Although itis possible to
hard-wire limit switches and photo
eyes directly to the valves or use
mechanical relays, the downside result
is a very inflexible system. Changing
the wiring can be very expensive and
the locations where the limit switches
‘and photo eyes are mounted may have
to change with different manufacturing
needs. Also, it ean be very difficult to
physically mount the limit switches
and photo eyes where they need to be.
So, to provide the needed flexibility,
computers or programmable controllers
are normally placed between the
detectors and the valves. Because of
this, a large cost that isn’t immediately
obvious, but must be considered, is the
cost of programming.
The most flexible form of feedback
is the one that provides continuous
position feedback. MLDTs mounted
inside or along-side of cylinders
provide excellent position feedback
With continuous feedback, velocity can
be determined by detecting how fast
the position changes. This information
is critical in applications where motion
‘must be accurate and repeatable,
 
Options for controlling outputs
Open-loop control with on-off
valves Using on-off valves is the
simplest, but most limited way to
control hydraulic flow. The ability
to control or synchronize motion is
difficult; however itis possible to use
multiple bang-bang valves for rough
control of speed. In the past, it was
‘common for systems to use high- and
low-flow valves, mounted in parallel
Decreasing the flow rate of oil to
decrease the speed of the actuator
required shutting off the high-flow
valve as the actuator approached the
set point. This left the low-flow valve
oon, eausing the actuator to ereep close
to the set point when it, too, was shut
off. This high-speed/low-speed valve
approach could achieve relatively
‘good accuracy with litle complication
‘except for the feedback device. On-off
valves can be used with limit switches
or continuous feedback devices
depending on the requirements. Back
in the late 70’s and early 80"s, it was
‘common to see positioning systems for
sawmills that used high- and low-flow
valves with MLDT feedback.
Open-loop control with propor-
tional valves Accuracy and throughput
can be improved by replacing the
high- and low-speed on-off valves
‘with a proportional valve. Even simple
systems can run in open-loop until
‘a “ramping zone” is reached. When
the actuator gets close, the output can
bbe ramped down as a function of the
distance remaining. This is not strictly
closed-loop control because the error
 
 
 
Figure 1-1. Control system diagram shots
veloc fedorward(P). and acceler aon
 
‘motion contr
(ic. the distance between actual and
target position) is not being used as
feedback, but can be very effective if
Toads are relatively constant.
Proportional or servo valves can
be used in either open-loop or closed-
loop mode. Open-loop control is
sometimes all that is required. If the
process is repeatable enough, one
can be fairly sure a given output will
result in a desired speed. This is easy
to implement because one can use
a simpler controller or PLC with an
analog output. An analog output from
the PLC or computer in the range of
=10 to +10 volts can be used to cause
the valve spool to shift in a continuous
‘manner as the voltage to the valve
changes. This allows one to roughly
control the flow and therefore the
speed, as long as variables such as the
pressure across the valve and the load
stay constant.
‘A little more sophisticated variation
is to use feedback not to close the loop,
‘but to change the output as a function
of distance. Ramping of the control
 
tow proportional (ner
ihoward (ts Coie epee oeoutput as a function of distance is
accomplished using a PLC or a
simple motion controller. This form of
control works very well in applications
 
  
sping down the output
to reduce speed in a smooth manner.
Generally, no precise tuning of the
‘motion is required in these systems.
Closed-loop control
‘The main reasons for using closed-
Joop control are flexibility, accuracy,
speed and the ability to maintain
precision with changing conditions
(eg., loads). As productivity demands
 
Position feedback signal
 
Figure 1-1-2 Closed-loop hydraulie control system diogram. The mot
increase, more and more applications
and processes require more
‘sophisticated closed-loop controllers.
"At the high-end of control is the
combination of continuous feedback
‘nd closed-loop control. Closed-loop
control compares the feedback position
from the feedback device to a desired
position. The difference between
the desired and actual feedback is
multiplied by a proportional gain (a
ratio that converts the error in position
units to output in volts or milliamps).
The greater the error, the greater
the output is to correct the error.
Higher-end controllers augment the
  
 
controller receives
{eedback from mayretotictive linear displacement transducer (MLDT) amd pressure transducers
‘and control
 
  
he proporonal servo abe. n Ere! teroce
ono PECs, is and enterprise computing Stems" we mation conor
><) DELTA
proportional (P) gain with integral
(1) and derivative (D) gains and feed-
forwards. The control diagram in
Figure 1 shows how the gain factors
‘combine to implement precise closed-
loop control.
Feed-forwards are really just open~
Joop gains that are used as predictive
factors in combination with closed-
loop control. For example, if one
knows the actuator will move at 2
inches per second per volt, then 4 volts
should be applied to go 8 inches per
second. Of course, this assumes that
hydraulics respond in a linear manner,
‘when in fact it doesn’t. However, ifthe
feed-forward gain is used to provide
an output that approximates the
desired value, then the PID gains can
correct any non-linearity or changes
in load not predicted by the estimate.
Without feed-forward gains, the PID
gains would have to compensate for a
larger error, resulting in an increased
likelihood of system lag and instability.
The combination of PID, feed-
forwards, continuous feedback,
and a servo valve or servo-quality
proportional valve allows the controller
to go to positions using velocities,
accelerations and decelerations that the
user can program. The programmable
accelerations and decelerations reduce
the wear and tear on the hydraulics
and mechanical systems. In the case
of presses, one can ramp down the
velocity so that when the tooling hits
the work piece the press will have just
the right amount of kinetic energy to
do the necessary work. Figure 1-1-
2 shows a system diagram of the
hydraulics used in a high-end press,
with position feedback provided by an
MLD and differential pressure (force)
feedback provided by two pressure
sensors mounted in the cylinder.
Control is provided via a proportional
servo valve,
Sometimes a combination of open-
loop and closed-loop is the best. In the
press application above, it may not be
necessary to synchronize four axes
Many applications, such as single axis
presses, do not need precise controluntil the tooling gets close to the work
piece, In this case the actuator can be
‘commanded to move down at a h
speed using open-loop control. Once
the actuator gets close to contacting
the material, control can be switched
to closed-loop position control. Upon
contact with the material, a logical
decision can be made to seamlessly
transition from closed-loop position
control to closed-loop pressure or force
control by using pressure feedback
 
 
 
 
 
 
Communications
A good controller should have
good networking support in order
to fully take advantage of its control
capabilities. It makes no sense for
a controller to have the ability to
change set points on-the-fly if these
set points can’t be updated from some
external source quickly and easily
Also, a closed-loop motion controller
is not very flexible if it has only a
handful of inputs that can tell it to
go to only a small number of pre-
programmed positions. The more
advanced controllers have EtherNet,
PROFIBUS, PROFINET, Modbus,
or other fieldbus interfaces that make
interfacing to PLCs, HMIs, PCs and
DCSs easier.
This allows parts manufacturing
machines to take advantage of the
flexibility of the controller so new
set points can be downloaded when
‘making new part types. In some cases,
such as lumber processing, new set
points are downloaded for each log,
cant, or board because each piece of
lumber is different,
Another valuable advantage
of motion controllers with fast
communications such as EtherNet or
serial ports is diagnostics. The best
controllers have the ability to graph
the desired and actual motion profiles
This ability greatly eases tuning and
troubleshooting of the entire motion
system.
Choosing between closed-loop and
‘open-loop control ultimately depends
 
    
 
 
 
  
 
  
 
 
 
 
on the requirements of the specific
application. In some cases, using
continuous feedback and proportional
valves with open-loop control may be
a reasonable answer. To summarize,
that you go with an appropriate mot
hydraulic motion control.
 
whichever route you choose, it is best
controller that can be optimized for
pe
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COMPUTER SYSTEMS1-2. Closed-Loop Position-Pressure/Force Control
Hydraulic power has always
offered the benefit of being able to lift
and move heavy objects. Hydraulic
systems can apply great amounts of
holding force requiring very little
power. In contrast, motors use more
power because current must be flowing
through the armatures to apply torque.
In the past, hydraulic motion was not.
thought of as being extremely precise:
Most hydraulic valves were of the on/
off variety and control was typically
‘open-loop, or used imprecise feedback
mechanisms such as limit switches or
‘operator joysticks,
With the advent of precise
position feedback devices such
as magnetostrictive displacement
transducers (MLDTs) and closed-loop
electro-hydraulic motion controllers,
machine designers and integrators
could achieve precise positioning of
hydraulic actuators, but something
‘was still missing. Many applications,
such as presses, require both position
and pressure/force control. In the past,
presses used pressure relief valves to
limit the pressure used to apply force,
but there isa flaw in this technique due
to net force considerations.
Pistons have two sides and a
pressure relief valve only reacts to
the pressure on one side of the piston.
Since there is pressure on both sides
of the piston, the applied force is not
equal to the pressure on one side of
the piston. Rather, the applied force
can be either measured directly with a
load cell mounted between the piston
and the load (as in Figure 1-2-1), or
approximated by calculating the net
force. The net force is derived by
taking the difference of the pressure
readings on either side of the piston
and scaling them by the areas on each
side of the piston (Figure 1-2-2)
The decision to use a load cell or
 
 
 
 
 
 
 
 
  
 
Figure 1-2-1. This mrion controler, used in am application tha dos flex testing of leaf springs
controls force by interfacing lad cell
(Formula 1-2-1) Net Force = Area A Pressure A Area B x Pressure
‘two pressure transducers depends on
the force ranges and environment.
Load cells may be needed in
applications where the applied force
is very low. When the force to be
‘measured is less than the amount of
force that must be exerted to overcome
the seal and rod friction, then using a
load cell is preferable because the load
cell reads this applied force rather than
the force across the piston, (Formula
1-2-1 provided above for net force
across the piston does not take into
account internal friction). However,
load cells can be difficult to mount and
‘may not survive in harsh industrial
environments. Using two pressure
 
Sea
transducers works well when the forces
are sufficiently high that the internal
friction can be ignored. Pressure
transducers are relatively inexpensive
and can be mounted on the cylinder (as,
in Figure 1-2-2) or on a manifold away
from the end of the cylinder rod.
The addition of accurate force
feedback allows the controller to
precisely control applied force. This
has several advantages:
1, Pressure spikes that damage
sensors and cause leaks can be
reduced or eliminated. This decreases
maintenance costs and extends the life
of the machine
2. More consistent motion resultsPosition feedback signal
 
 
 
Figure 1-2-2. Ths portion ofthe system schematic from a powder metal press shows connections
Figure 14-18. Alig cures to the rapecoiel motion priest
the fl eof arceleaton fod forwards inthe contre ale sh Tas
‘anc provider amoother moti ond das et prow xan
 
 
 
 
Velocity
 
 
Time >
Figure 1-416. The same applies external art saat with abrape
changes or “note.” Filer or -PD algoritins are eased
 
 
 
Time
igure 1-4-1. a motion contr mst work with eternal dane signa’
ith ep changes, filtering or FP algrtons shoal be wedfitter
Of course, since the tanget postion is not followed
precisely when using filters oF the EPD algorithm, i timits
the precision of profile tracking oF synchronization. So
while this algorithm is not suitable for every application,
L-PD should be considered when the target positions,
Velocities or agceterations are not smooth,
 
 
 
Active damping
Active damping includes several methods of using
feedback and a controller to electronically remove
unwanted motion of oscillations, Active damping is
normally required on systems that have a low natural
frequency (Le. they can be modeled like a mass on the
con of « spring) and a high static to dynamic friction rato
In those appheations, the force builds up across the piston
until the static friction force is overcome and the piston
saris wy mous. When the piston moves, the force across the
piston falls telow the dynamic friction force and the piston
‘Stops. Figure [-4-2 contains the motion plot of an actively
damped system running an 1-PD control algorithm. Any
system that suffers from this tion or chatter when
inning in open-loop mode will also do the same in
closed-loop mode. Borderline systems also tend to exhibit
the same stiction action when in closed-loop mode. The
solution isto limit the acceleration, or the rate-of-change
‘of the force on the piston
This is problematic as calculating the instantaneous
acceleration from position transducers is usually not
feasible. Instead, some method of obtaining acceleration
feedback is needed. The most direct way to do this is to
aftach an accelerometer to the carriage or actuator that is
moving the load, but this can put the accelerometer in a
hasty environment, which may not be practical
‘ltematively, the differential force across the piston
can be used to estimate the acceleration, This requires
comsroller with the necessary analog inputs to connect
qo the two pressure sensors and the ability to calculate
the differential force on-the-fly. This technique is not as
Sccurate as the accelerometer approach but is commonly
sed and very effective at solving the stiction or chattering
problem described previously. Active damping reduces
fhe re of force buildup across the piston and works best
wrhere the objective is t0 get from one point to another as
noothly as possible. Of course, active damping also limits
the maxamum acceleration and deceleration, which in tum.
[ims the ability 10 follow a motion profile. If this i the
ppamary abjectve, then lager diameter cylinders should be
Considered
Tanother method of setting up an active damping control
algorithm is to use a model-based control system that can
Y estimate accurate accelerations. The advantage
is required. The disadvantage is
near so that an wccurate
 
 
 
 
 
  
 
 
3s that no extra hardware
thas the ust be relatively
 
  
 
 
 
 
 
 
  
 
  
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
  
  
 
  
  
  
   
    
   
   
   
   
   
  
Fare I-48. Plot ofa stem where wei s being controled arg,
| a.mowe operation wil a presse limit reacted i
 
 
model can be developed. This explains why noe-linear valve
spools and pneumatic systems do not model well
For best performance, it is better to design a hydraulic
motion axis to have a high natural frequency and a linear
response. But when extremely large masses must be
Positioned, at some point the extra expense of making the
system hydraulically "stiff™ may became too great and
clectronic means are required to dampen the system.
Pressure/force control
Since fluid power is so well suited for applying pressure,
4 mention of pressure’force control is valuable. Today
pressure/force control (P/F) and dual-loop position
pressure force control (P-P/F) algorithms are often used
Other systems may only need closed-loop for P/E and use
open-loop for position. In some pressure applications,
position PIDs can be used for pressure force control. Other
applications may need special features for combining operpo | PO. |
WolFE | veldacoFE
Algorithm
 
Po, Pb)
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
Joop position and single-loop P/F PID.
Dual-loop P-P/F algorithms offer more flexibility
than single-loop algorithms. Since a controller cannot
simultaneously fully control position and pressure, two
PIDs are used, a position PID and a P/F PID, referred to
together as a P-P/F PID, Both PIDs must be tuned and
some method (such as a pressure threshold) used to transfer
between the modes, so only one PID is operating at atime
For many applications, a pressure limit mode is the best
solution (see Figure 1-4-3). In this case, both PIDs run
Simultaneously, and the minimum output is used. Much can
be discussed about P-P/F control and future articles will
cover this topic in more depth.
Summary
Machine designers need to know that one size doesn fi
all in terms of hydraulic motion control. There are many
Control algorithms used in hydraulic applications, and.
the right one to use depends on the control needs of the
application (sce the table in Figure 1-4-4 fora summary)
seme applications can benefit from combining two or
three of the contol algorithms discussed, depending on
volition with the motion controller manufacturer early
ithe design process will help ensure thatthe controller hi
the algorithms you need.
Delta’s RMC Motion Control Training
is Instructor Led and Cost Effective
‘ih
pret
RMC Motion Controllers
Technical Training Courses
For training information visit
deltamotion.com
or call 360.254.8688,
DELTA
COMPUTER SYSTEMS
em rs Pounce)1-5. Tips for Precise Pressure
Control
Controlling pressure is common in presses, grinding, and
testing applications. These applications require the added.
value of pressure control, which is much more sophisticated
vided by the usual pressure relief
valve or pressure regulator. Modern applications can take
advantage of net force. This advantage can be obtained by
using differential force control, where the pressure on either
side of the piston is multiplied by the area and then these
forces are subtracted from each other to get a net force.
Closed-loop control methods are now commonly used
to control the pressure accurately by compensating for
viscosity changes. Field proven PID algorithms are much
more sophisticated than the limited proportional control tha
mechanical devices with springs can provide. This extra
capability allows for controlling pressure while ramping and
reducing overshoot
‘What is pressure and why is it so valuable for precise
control?
than what can be pr
Pressure is the force on a unit of area or total force
divided by the area on which the force is applied. The
pressure in a hydraulic system is caused by a force
compressing oil in a confined volume or by adding fluid 10
the confined volume. For the purposes ofthis article we will
ignore thermal expansion.
The basic equation for pressure change is:
ay ap BAY
This equation tells us that change in the pressure is
dependent on the change in the volume times the constant
{8 where B is the bulk modulus of a fluid indicating how
compressible the fluid is. For instance, oi has a bulk
modulus of about 200,000 psi and water has a bulk modulus
2,000 psi. What this means is that if the volume
te compressed by 0.1% (-0.001) the oil pressure will go up
0 pat and the water pressure will go up 312 psi Itis easy
to sue that it is harder to compress water than to compress
of about 3
‘Consider thatthe following equations that define pressure
and force as a function of time
We can calculate the rate of change of pressure oF force
at any instant if we know the velocity, flow and current
volume. and if we assume that the area and the bulk
‘modulus are constant
‘The two primary formulas above, equations 2 and 3, are
what we wil focus on for this discussion.
Applying the formulas
Pressure can be controlled in many ways. One of the
‘common ways is to use a servo valve of &
valve witha servo-cut spool. From equation 2, one sees that
to increase the pressure a litle uid mast be added 0 the
volume. The fluid is added at a rate proportional to the rate
of desired pressure increase. When the desired pressure is
Teached, the flow is stopped and the system should maintain
pressure indefinitely. In reality there is always a little
Teakage so the controller must add a litle fluid at the rate of
leakage so the net flow Q remains O and the rate of pressure
change remains 0. To decrease the pressure the valve spool
is shifted so the uid can leave via the valve, When the
desired pressure is reached, the valve is again closed 50
oe naa
METALS PRESS
when Bamey Raye needed a programmable electronic
mation controler that was capable of smooth transloning
between poston and pressure contrl apeation modes, he
“The Deaty of he Cts
MC corer at ts 0
atapatl. By wing 4 serv
‘ao, he AMC capable of
ain avery gn ogrethe precsure is maintained The key
Point here tx that the rate of change th
Frewsure 4 determined by the flow, mot
the pressure itself
A typical proportional valve can be
d vo contro! pressure if the system
is well designed The key is to design
the system with an intentional teak or
orifice between the A and B ports of
the valve. Equations 2 and 3 can be
use to calculate howe much the desired
leakage should be, given the maximum
desired rate of decease in the pressure
or force. The motion controller must
always supply fluid at the same rate
cof fad loss through the bypass erifice
just to maintain pressure. Ifthe flow is
reduced, the pressure will drop as fad
escapes through the orifice. If the flow
mereases, then pressure will increase
The advantage of this method is that
the system will be damped and not
tend to oscillate while moving.
 
 
 
Control implications
In a fluid power system, pressure
can increase very quickly in one
millisecond. However, mechanical
devices don't respond that fast
Mechanical devices act on the
pressure, not the rate a which pressure
Changes s0 iti easy for these devices
fo overshoot the set points because
there is no control of the pressure
rate Consider the action of driving
a car where you start to slow down
then approaching a stoplight w make
2 smooth stop without overshooting
into the intersection. Pressure control
Gevices should do the same thing
TThere are at least four criteria to
consider when controling pressure.
‘Crcra #1. pressure sensor response
pressure sensors must be
fast enough Situations where the oil
pressure increases by 200 psi in a
fmilisecond are oot uncommon when
 
 
 
ihe material being compressed is not
ast A pressure sensor with
will not respond fast enough 10
 
 
iseconds
 
  
ne pressure change to be of any we
 
 
to work. A rule of thumb i to always
‘use sensors that take measurements at
east ten times faster than the expected
rate of change in what they measure
Criteria #2: pressure sensor simple
time = the sample time must be
very quick and at fixed intervals. In
applications such as the metal press
discussed above, the pressure can
change by hundreds of psi within a 10
millisecond sean
Criteria #3; the sample time must
be constant - if the 10-millixecond
sean is 9 milliseconds one sean and
1V the next. the resulting pressure rate
calculation will be off by at least 20%
So for calculating an accurate pressure
tate the sample time must be constant
Criteria #4: PLCs may not be the
best option as noted below ~ the
PID terms in PLCs are designed for
controlling temperatures or pethaps
pressures of a gas, but not for barely
compressible fluid. PLC PIDs specify
time constants in minutes when they
should be in the millisecond range. A
special controller that 15 designed for
pressure control is required
  
Control options
The first thing that must be
understood is that position of force
pressure can be controlled, but not
Fesition and pressure force a the same
time. At any position the actuator
ccan only apply’ a force if there is an
‘obstruction that will oppose with the
same force. An actuator can perform
4 sinusoidal motion test and monitor
the pressure at the same time but
cannot control the pressure or force
at that same time it is controlling
positon, because the pressure or force
Fr determined by how much force the
test piece exerts on the actuator. An
actuator can perform a sinusoidal force
tx pressure test but the position will be
determined by bow linear the "spring
constant” of the test materia is
 
 
   
Pressure only
In the mide of travel there may be
no obstructions, $0 10 try to control
pressure of forve there makes no sense.
     
thatthe foad as gone and
actuator should switch to a
‘locity mode.
Position limit and pressure
limit
Another option is using position!
velocity limit with pressure/force limit.
This works by running two control
loops at the same time and using
‘only the minimum of the two control
‘outputs to send to the valve. The result
{sa system that will go to cither the
position set point or the pressure set
point, whichever is reached first. So
if the actuator was at the pressure/
force set point and the load suddenly
disappeared, the pressure or force
would drop, resulting in the pressure!
force PID generating a large control
signal. However, asthe system speeds
up the velocity error decreases and the
control signal from its PID drops as the
error drops. The minimum of the two
signals will be from the velocity PID,
$0 the actuator is now controlled by the
position loop option and the velocity
Set point will not be exceeded.
 
Setup and tuning of pressure
or force control
Tuning isthe process of selecting
the
position, velocity, pressure or force
 
the gains used to best cont
in a motion cootral system. Tuning
2 pressure o force control actuator
is different from tuning a position
system because the actuator does not
move much while pressure tuning.
The simplest way to tune the peessute
‘or force is to fully extend the actuatoe(Focenae-$-1) Ripa Ee om Rae
ntil the system pressure is achieved, with all the gains
Set to 0. Then enter the set point and a small proportional
fain only in the PID. The “small” proportional gains can be
estimated by Formula 1-5-1
This equat
 
m can give the person doing the tuning a
ace to start, which is often a big unknown when pressure
tuning. One can start by finding out where the full output
s 10 volts or 40 mA or at 100% control signal to the valve,
and the maximum velocity is then calculated using the
VCCM equation (reference Basic Electronics For Hydraulic
Motion Control by Jack L. Johnson, PLE), It could also be
determined by looking at a graph. The Kine equation must
be divided by two times the area, This is due to the pressure
going up on one side and down on the other side of the
 
 
—4
permet)
Where the rubber
Ree
s RM
 
Under pressure to accelerate product testing?
 
aousing
 
ring every move at fast motion-1o And RIS
 
 
 
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Just call 5-360-254-6688 or visit dltamotion com
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piston,
Keep in mind thatthe estimated proportional gain values
will not be exact, but they will be close enough fora good
start
When the proportional gain is enabled, the system
Pressure or force will go to the set point or close to it. Any
error is usually due to leakage. The next step is to fix this by
slowly increasing the integrator gain so the controller will
‘compensate and add flow even when the errr i zero,
Now that the system is controllable, it is ready to be
tuned for dynamic response. This is done by ramping the
pressure between two pressures in the operational band. The
pressure or force ramps should be slow at first because itis
casier to maintain control. The PID gains should be adjusted
so there is good control before moving to faster ramps
and repeating the process. Trying to tune the pressure oF
force PID to respond to a step change in the system is very
dificult and not desirable because the pressure shocks are
what cause leaks. Smooth pressure transitions are the way
to go. When tuning pressure or force, the system will appear
to be breathing a8 the pressure increases and decreases
between the nwo set points
Transitioning from position to pressure or
force contro
Many applications require the combination of pressure or
force control with postion control (see Figure 1-5-1.
Setting up such a system requires some knowledge of
mechanics and the operational requirements. The tran
from position to pressure'force control is relatively easy if
the material compresses easily because it can absorb a lt of
energy. Conversely, meta-to-metal contact such as between
4 press and stop blocks makes the position to pressure or
force transition much more difficult, because the stop blocks
don’t absorb much energy. One can adjust the speed at
contact so the amount of kinetic energy of the actuator and
any die o woot i is carrying, matches the energy required 19
form or deform the work piece. Simply put, ifthe actuator
and tool move too quickly, there will be pressure spikes
because the hydraulic system can’t react fast enough or
 
 
   
 
 
dissipate that much energy. If the actuator approaches the
lowly, the press will stall when the work
piece is reached. Then the actuator must build up enough
foree to start firming the part. This is usually too show andnot desired
Tuning an axis that controls both
position and force requires some
special considerations. It helps to
rely on plotting and tuning tools that
are supplied by the motion controller
292 eee ee
Fp 1-8-2 Plo showing fore being entre sri the oper
 
 
 
Figure 1-5-1. Pl of
‘rom position to force
‘contol. There ine
{she postion othe
‘inde (the vertical
‘i magninde and
the horton ae
‘sme andthe blue
Tine represen force
manufacturer, For example, using
Delta's RMCTools software, after
picking some initial and conservative
PID and feed forward gains for the
pressure closed loop, we use some
command buttons in the tuning tools
 
 
©) DELTA
setup dialog boxes to command sn axis
to ramp to a specific pressure vahie is
a specific period of time, We do this
in both directions and look at visual
plot information, comparing target 0
actual values over time, io order 10
sce if gain parameters for the pressure
loop need to be changed. Figure 1-$-
2 is a representative plot showing
the operation of a metals press 2s the
‘sequence transitions from position t0
force control at the 0.1 second point
ramps to a desired force target, and
holds the actual force at the target
force level for a short time during
smping of the metal part. Then, 2
approximately 0.4 seconds into the
cycle, the controller releases the actual
force by switching out of force control
and starts backing away or reversing
position to complete the stamping
cycle.
‘The next steps in the process inchude
adjusting and re-adjusting P, 1, D and
eventually the force rate feed forward
gains, using the plots to optimize the
tuning process.
Once the pressure tuning is
established, the next step is to tune the
transition between position control
and force control. This may require
slowing the system down when
transitioning from position clesed-loop
contro to pressure closed-loop control
 
Conclusion
There are many applications that
involve pressure or force control, and
electronic motion controllers can make
the systems function smoothly and
effectively if some key system design
are taken into consideration.1-6. Closed-Loop Control Examples in
Cyclical Testing
 
One of the fastest-growing uses for
hydraulic and pneumatic actuators
and closed-loop motion control is in
production test systems. Fluid power
should be considered whenever a
Predictable amount of force must be
exerted, where the compressibility of
the fluid medium can be used t0 avoid
damage to the device under test, or
where heavy loads must be held or
‘moved as part of the testing process,
 
  
imulated reality
Motion actuators can be driven to
simulate real-world conditions, such
a applying force to aircraft landing
gear to simulate the loads that the
fear would encounter in an actual
runway landing situation. Similarly,
the hydraulic actuator in a building
truss tester can apply loads to simulate
harsh environmental conditions such
as wind and snow loading. In these
‘applications, as well as others such as
a vehicle leaf spring tester, 0 testing
machine for medical prostheses and
a gas eylinder pressure tester, motion
Actuators can apply the same usage
patterns over & period of hours or
Gays thot the items under test would
normally encounter over a lifetime
   
Closed-loop control of position
and force makes it possible
Gaining the full potential from
‘motion sources in testing applications
n electronic
motion controller implementing
closed-loop control of the pressure or
force being applied to the device under
test, in addition to precise position and
or speed control. Simply controlling
the position of an actuator is not
Adequate because itis not possible o
requires the use of
   
 
 
  
 
detect subtle changes in the physical
properties of the subject device, unless
the force required to flex the device ean
bbe monitored closely. In a fluid power
system, the force being applied by an
Actuator can be obtained by monitoring
the difference between pressures on
either side ofthe piston,
 
 
 
All the right connections
Figure 1-6-1 shows a diagram of
4 hydraulic leaf spring tester. The
tester is designed to flex the spring
repetitively while measuring the
force required to displace the spring
leaves. The motion controller connects
to pressure sensors for measuring
force, and to a magnetostrictive linear
displacement transducer (MLDT)
for determining the position of the
actuator. In a typical test operation,
position control may be used to
put the actuator in approximately
the right position for applying a
controlled amount of force. Engineers:
should look for an electronic motionand can sooth transition between
ontrolling postion to contcolling
The motion controller in Figure
teoe1 drives the hydrautic eylinder
by sending analog signals to a
proportional servo valve that is
Sapable of making precise adjstnen
(Sinusoidal, or other waveforms)
wo cylinder pressure to contol the
Irate actator’s free or position,
A hydraulic fluid accumulator 1s
provided (not shown in Figure 1-6-1)
to sore hydraulic pressure, ensuring
that consistent hydric tem supply
pressure is available to operate the
= a ig sing ees
Programming the motion
As mentioned, NDT programs
often involve the application of
repetitive stress cycles on the device
being tested. A motion controller that
supports direct execution of cyclic
motion operations makes it quick and
easy to set up testing profiles. Figures
1-6-2a and 1-6-2 contain motion plots
of repetitive motion sequences that can
bbe applied to a device under test.
‘You'll see from the plot in Figure
1-6-2b that “eyelie” doesn’t always
mean “simple.” Using the proper
motion controller operations, one ean
simulate some very complex real
‘world motion scenarios.
Let's discuss some real cyclic
testing applications that are benefitting
from fluid power systems:
Application
Electronic control delivers
new capabilities for a leaf
spring tester
‘When a systems approach is
in developing the test system, new
example 1:
ken
enabled, such as the
ide control modules t0
and analyze
capabilities a
ability for out
interrogate the syste
process data. For example, leaf spring
pranufacturer Rockwell American of
Seagoville, 1X , used data on the force
Figure 1-6-2 A plot of comimena snaroidal motion produce bya Des Computer Stem
RMCIS0 motion commller The red erve po is position Mert ime aed the ket care
velocity vers te. ds thi sptom li aed pecs the actool postion and veloc caren i
velap te tage poxiion and veloc carves
mT
Mi
Figure 1-6-2 Some mtion coolers such at Delta Computer Sytem RCI cm gomerae
amples, epitve pies using spline one
being applied to springs under test to
identify how structural parameters in
the steel change overtime.
in Rockwell American’s spring
Figure 1-6-3), the Delta Computer
ny RMC1OO) controller accurately
les using
ng movement is
controlled by continually adjusting
drive output to the hydraulic valve
1,000 times & second, Simultaneously
the minimum and maximum spring
deflections are being monitored in
real time during the force cycling, and
compared against allowable limits
in order to determine any change
in the properties of the spring. For
‘each spring tested, these limits are
found when the motier
commanded to enter force control
{initiated by operator with the HMIs
touch screen). At the beginning of the
testing cycle, the system compresses
sontroller isthe spring to minimum and maximum,
force set points while recording and
storing the corresponding minimum
and maximum spring deflections, This
capability was very useful in helping
Rockwell American diagnose and
document a recent material quality
 
 
problem. Another significant savings
\Was in setup time when shifting from
spring type to spring type
If the position of the hydraulic
actuator were to exceed operator
specified tolerances during the
continuous force control eycle testing,
the spring properties may be changing,
the spring may be ready to break, or
‘one leaf in the spring may have already
broken. If this condition happens, the
  
 
RMC motion controller's continuous
monitoring of position tolerances
during force cycling will lead to an
automatic system shut down, Because
of these controls, the machine can
run continuously with a minimum
of supervision. The new machine is
also capable of capturing and plotting
test data for post-test diagnostics and
record-keeping,
 
 
Application Example 2:
Prosthetics tester leverages
repetitive motion profiles and
Sorce/position control using
pneumatics
A prosthetics manufacturer
has the requirement, imposed by
the international arganization for
standardization (180), for testing
elastic ankle joins to insure that they
can flex under realistic conditions
 
through at least two million cycles.
Key to insuring that they are tested
realistically is to make sure that
 
ch cycle, the displacement of
 
during
the joint is within a certain limit when
a particular force is applied.
Orion Test Systems & Engineering
Ine. of Lake Orion, Michigan
manufactures such a tester. The test
 
system uses two pneumatic cylinders,
controlled by a Delta RMC7S 2-axi
motion controller. One cylinder is
positioned to press on the heel and
 
‘one fo push on the toe ofan artificial pressure in the
foot (see Figure 1-6-4). In this system, affixed to each cylinder measures
rather than measuring differential the force being applied, while a
 
 
Figure 16-3. Rockwell American’ lea pring tes stem