- Unrivaled data accuracy
- Unmatched strain and new stress control
- Fully integrated fast data sampling
- Separate electronics
- New Smart Swap™ environmental systems
- Patented Active Temperature Control
- Advanced accessories
- TRIOS Software providing extreme testing flexibility
- Large Amplitude Oscillatory Shear (LAOS) and Fourier Transform (FT) Rheology Analysis Software package
- NEW Orthogonal Superposition (OSP) and 2 Dimensional Small Amplitude Oscillatory Shear (2D-SAOS) techniques
- NEW DMA mode for measurements of solids in bending, tension and compression
Force/Torque Rebalance Transducer (Sample Stress)
|Transducer Type||Force/Torque Rebalance|
|Transducer Torque Motor||Brushless DC|
|Transducer Normal/Axial Motor||Brushless DC|
|Minimum Transducer Torque in Oscillation||0.05 µN.m|
|Minimum Transducer Torque in Steady Shear||0.1 µN.m|
|Maximum Transducer Torque||200 mN.m|
|Transducer Torque Resolution||1 nN.m|
|Transducer Normal/Axial Force Range||0.001 to 20 N|
|Transducer Bearing||Groove Compensated Air|
Drive Motor (Sample Deformation)
|Maximum Motor Torque||800 mN.m|
|Motor Design||Brushless DC|
|Motor Bearing||Jeweled Air, Sapphire|
|Displacement Control/Sensing||Optical Encoder|
|Strain Resolution||0.04 µrad|
|Min. Angular Displacementin Oscillation||1 µrad|
|Max. Angular Displacement in Steady Shear||Unlimited|
|Angular Velocity Range||1 x 10-6 rad/s to 300 rad/s|
|Angular Frequency Range||1 x 10-7 rad/s to 628 rad/s|
|Step Change in Velocity||5 ms|
|Step Change in Strain||10 ms|
Orthogonal Superposition and DMA modes
|Minimum Transducer Force in Oscillation||0.001 N|
|Maximum Transducer Force||20 N|
|Minimum Displacement in Oscillation||0.5 µm|
|Maximum Displacement in Oscillation||50 µm|
|Displacement Resolution||10 nm|
|Axial Frequency range||1 x 10-5 Hz to 16 Hz|
|Movement/Positioning||Micro-stepping Motor/Precision Lead Screw|
|Position Measurement||Linear Optical Encoder|
|Positioning Accuracy||0.1 micron|
|Forced Convection Oven, FCO||-150 °C to 600 °C|
|FCO Camera Viewer||Optional|
|Advanced Peltier System, APS||-10 °C to 150 °C|
|Peltier Plate||-40 °C to 180 °C|
|Sealed Bath||-10 °C to 150 °C|
- Independent measurements of stress and strain
- Drive Motor
- Normal Force Rebalance Transducer (FRT)
- Torque Rebalance Transducer (TRT)
- Active Temperature Control (ATC)
- Touch-Screen and Keypad
- Frame, Vertical Movement and Alignment
- A New Dimension in Dual Head Rheological Testing
- Orthogonal Superposition (OSP)
- Two Dimensional Small Amplitude Oscillatory Shear (2D-SAOS)
Independent measurements of stress and strain
An accurate mechanical measurement is based on the fundamental assumption of a controlled variable (stimulation) and a measured variable (response). The separation of these key experimental quantities guarantees the greatest accuracy. Moreover, the analytical components dedicated to each task should be optimized to their assigned role. In the case of a modulus measurement, the application of strain and the measurement of stress should be separated, or in the case of a viscosity measurement, the application of strain rate and the measurement of stress are to be decoupled.This is the approach taken by the TA Instruments ARES-G2, leading to measurements free of instrument artifacts over wide ranges of stress, strain, and frequency.
The ARES-G2 direct drive motor is designed and optimized to deliver the most accurate rotational motion over wide ranges of angular displacement and velocity. Key components of the design include a rigid air bearing system, an 800 mN.m high-torque friction-free brushless DC motor, patented non-contact temperature sensing, and an optical encoder displacement sensor.Designed exclusively for sample deformation, the ARES-G2 motor is characterized by the highest stiffness, best concentricity, and lowest axial run-out, for superior shear and normal stress measurements.
Normal Force Rebalance Transducer (FRT)
Unmatched normal force measurements are achieved with the ARES-G2 Force Rebalance Transducer (FRT). It consists of an axial servo control system that utilizes position feedback to maintain the FRT shaft in a null position. It delivers the most accurate and fastest transient normal force measurements with unmatched transducer stiffness.
Torque Rebalance Transducer (TRT)
The current required to maintain the transducer shaft at null deflection enables direct measurements of sample torque using the ARES-G2 Torque Rebalance Transducer (TRT). This quasi-infinitely stiff transducer features a dynamic torque range of 5,000,000 to 1, a robust air bearing, a high resolution capacitive angle sensor (Patent # 7,075,317 and 7,135,874), and new non-contact upper temperature sensor (Patent # 6,931,915). The independent and stationary torque measurement eliminates the need to correct for motor friction and inertia, which translates to the purest torque measurement available.
Active Temperature Control (ATC)
The ARES-G2 incorporates patented non-contact temperature sensor technology for active measurement and control of both the upper and lower plate temperature (Patent # 6,931,915). Platinum ResistanceThermometers (PRTs) are directly connected in the motor and transducer shafts.These PRTs are positioned in intimate contact with the center of the lower and upper measurement surfaces. The temperature signal is transmitted to Printed Circuit boards, from which the temperature reading is transmitted through a noncontact (wireless) mechanism to secondary boards in both the motor and transducer. These temperature readings enable direct control of both plate temperatures and result in more accurate and responsive temperature control, no vertical temperature gradients and no need for complex calibration procedures and offset tables to infer sample temperatures. To illustrate the benefits of this novel technology, an asphalt sample was held at 25 °C for five minutes before the temperature was stepped to 85 °C. The material’s complex viscosity was monitored in the two successive oscillation time sweep tests. Two temperature control configurations were used: one with the two PRTs in physical contact with the plates using ATC technology and a second with a PRT in close proximity to the plates but not physically contacting them. The data from the second case show an apparent rapid increase in sample temperature to 85 °C but a slow response from the sample’s complex viscosity before it reaches a steady state value. This shows that the real sample temperature is very different from the reported temperature. However, the data from the configuration using the ATC technology show the actual plates’ temperature rise tracking exactly the decrease in the material’s complex viscosity. Only with Active Temperature Control is the sample temperature measured so accurately.
Touch-Screen and Keypad
This graphical interface adds a new dimension in ease-of-use. Interactive activities such as geometry zeroing, sample loading, and setting temperature can be performed at the test station. Important instrument status and test information such as temperature, gap, force and motor position are displayed. The touch-screen also provides easy access to instrument settings and diagnostic reporting. A keypad at the base of the instrument allows for easy positioning of the measurement head
Frame, Vertical Movement and Alignment
The ARES-G2 frame and vertical movement assembly is built to deliver maximum stiffness,low axial compliance (0.1 μm/N),and the most accurate geometry positioning, concentricity, and alignment.
he frame provides high strength, optimum damping for high frequency testing, and dimensional stability over a wide temperature range.
The transducer mount is held rigidly against the frame by two hardened steel cross roller slides. The slides deliver smooth vertical movement of the head while maintaining concentricity and parallelism. This is critical when setting a gap in parallel plates.
The transducer head is positioned vertically via a precision ground lead screw. It is attached to a micro-stepping motor by a rigid, preloaded, duplex bearing, which eliminates backlash.
A linear optical encoder is mounted directly between the stationary frame and moving bracket for precision head positioning, independent of the lead screw movement, to an accuracy of 0.1 micron.
A New Dimension in Dual Head Rheological Testing
TA Instruments introduces a new dimension in rheological testing exclusive to the ARES-G2. Simultaneous deformation in the angular and axial directions unlocks all new capabilities for probing nonlinear and anisotropic behavior of complex fluids. This new testing capability utilizes the unique capabilities of the ARES-G2 FRT to apply oscillation in the axial direction, orthogonal to the direction of angular shear.
Features and Benefits
- Exclusive to the ARES-G2 rheometer
- Double gap concentric cylinder
- OSP and 2D-SAOS experiments fully programmable from TRIOS Software
- Simultaneous measurements in two directions
- Advanced Peltier System temperature control
Orthogonal Superposition (OSP)
A New Test of Non-Linear Viscoelasticity
Orthogonal Superposition provides an additional powerful method to probe non-linear viscoelasticity. Steady shearing deformation in the angular direction is coupled with an oscillatory deformation applied by the ARES-G2 FRT in the axial direction. Steady state properties in the flow direction and dynamic properties orthogonal to flow are measured. This flow is well-controlled and the viscoelastic response is easily interpreted.
A Selective Probe of Anisotropy
2D-SAOS measures linear viscoelasticity with directional selectivity. This is especially valuable for understanding anisotropy in complex fluids.Simultaneous oscillatory deformations in the angular and axial directions produce either linear oscillations at a controlled angle or local rotational flows, which provide a complete understanding of anisotropy in a single oscillation period.
- Peltier Solvent Trap and Evaporation Blocker
- Immersion Cup
- Cup and Bob Geometries
- Special Cups and Bobs
Peltier Solvent Trap and Evaporation Blocker
The Solvent Trap cover and Solvent Trap geometry work in concert to create a thermally stable vapor barrier, virtually eliminating solvent loss during the experiment. The geometry includes a reservoir that is filled with a very low viscosity oil or the volatile solvent present in the sample. The Solvent Trap cover includes a blade that is placed into the solvent contained in the well without touching any other part of the upper geometry. A uniform temperature, saturated vapor, environment is established, preventing loss from the sample and condensation from the cover. The Solvent Trap sits directly on a centering ring at the top of the APS surface for easy positioning.
The APS Immersion Cup allows samples to be measured while fully immersed in a fluid. It attaches easily to the top of the APS Plate with the bayonet fixture. A rubber ring provides the fluid seal and allows for easy sample loading, trimming, and subsequent sealing and filling.The Immersion Cup system can accommodate plates or cones up to 40 mm in diameter. This accessory is ideal for studying the properties of hydrogels.
Cup and Bob Geometries
The APS geometries include cups of 10, 15 and 17 mm radius, configured with either a Recessed End or DIN Bob. The bobs have 9.3, 14 and 16 mm radii and, when used in conjunction with the corresponding cups, adhere to the DIN standards.The double gap concentric cylinder has an additional shearing surface over single gap providing lower stress and higher sensitivity for extremely low viscosity solutions.
Special Cups and Bobs
Specialty geometries include vanes and helical bobs. These special concentric cylinder geometries are very valuable for characterizing dispersions with limited stability, preventing error from slip at the material/geometry interface, and for bulk materials with larger particulates. Vane geometries are available in both 7.5 mm and 14 mm radii. The helical bob can be configured with the large cup to keep a sample mixed or particles suspended during shearing.
- Oscillation Testing
- Oscillation Frequency Sweep
- Oscillation Strain Sweep
- Oscillation Temperature Ramp and Sweep
- Oscillation Time Sweep
- Flow Testing
- Transient Testing
- Creep and Recovery
- Stress Relaxation
- Multiwave Frequency Sweep
- Arbitrary Waveform Mode
- Large Amplitude Oscillatory Shear (LAOS)
Oscillation testing is by far the most common test type for measuring viscoelastic properties of materials. Both elastic and viscous characteristics of the material can be studied by imposing a sinusoidal strain (or stress) and measuring the resultant sinusoidal stress (or strain) along with the phase difference between the two sinusoidal waves (input and output). The phase angle is zero degrees for purely elastic materials (stress and strain are in phase) and 90° for purely viscous materials (stress and strain are out of phase). Viscoelastic materials exhibit a phase angle anywhere between these two ideal cases depending on the rate of deformation. The figures to the right show these sinusoidal responses along with the variety of rheological parameters obtained. The viscoelastic parameters can be measured as a function of deformation amplitude, frequency, time, and temperature.
Oscillation Frequency Sweep
The temperature and strain are held constant in a frequency sweep and the viscoelastic properties are monitored as the frequency is varied. The figure to the right illustrates a viscoelastic fingerprint for a linear homopolymer and shows the variation of G’ and G” as a function of frequency. As frequency is the inverse of time, the curve shows the time-dependent mechanical response, with short times (high frequency) corresponding to solid-like behavior and long times (low frequency) to liquid–like behavior. The magnitude and shape of the G’ and G” curves depend on the molecular structure. Frequency sweeps are typically run over a limited range of 0.1 to 100 rad/s. Time-temperature superposition (TTS) is often used to extend the frequency range by running a series of frequency sweeps at several temperatures. The data shown comprise a master curve constructed at a reference temperature of 190 °C for polystyrene. The original frequency range of three decades was extended to about 8 decades by using TTS.
Oscillation Strain Sweep
In this test, the frequency and temperature are held constant and the viscoelastic properties are monitored as the strain is varied. Strain Sweep tests are used to identify the linear viscoelastic region, LVR. Testing within the LVR provides powerful structure-property relationships as a material’s molecular arrangements are never far from equilibrium and the response is a reflection of internal dynamic processes. The data shown are for a strain sweep on polyisobultylene solution (SRM 2490) in cone and plate geometry. At low strains, within the LVR, the modulus is independent of the strain amplitude up to a critical strain γc. Beyond the critical strain the behavior is non-linear and the modulus begins to decrease in magnitude showing the end of the LVR for this material. In addition to the viscoelastic properties, the ARES-G2 can collect higher harmonic information.
Oscillation Temperature Ramp and Sweep
Measuring the viscoelastic properties over a range of temperatures is an extremely sensitive technique for measuring the α or glass transition temperature, Tg, as well as any additional β or γ transitions of a material. In a temperature ramp, a linear heating rate is applied. Typical heating rates are on the order of 1 to 5 °C/min. The material response is monitored at one or more frequencies,at constant amplitude within the LVR.Data are taken at user-defined time intervals. A temperature ramp on polycarbonate performed with the torsion rectangular geometry is shown to the right. Multiple parameters can be used to determine transitions including G’ onset point or peaks in the G” or tan δ.
In a temperature sweep a step-and-hold temperature profile is applied.At each temperature of the sweep,the sample is “soaked” or equilibrated for a user-defined amount of time to ensure temperature uniformity in the material. The material response is then measured at one or many frequencies at constant amplitude within the LVR. This is the method of choice for time-temperature superposition studies as all the frequency-dependent data are collected at the same temperature. This data can be used with the Rheology Polymer Library software for the calculation of molecular weight distribution of polymers.
Oscillation Time Sweep
While holding temperature, strain, and frequency constant, the viscoelastic properties of a material are measured as a function of time. Oscillation time sweeps are important for tracking how material structure changes with time. This is used for monitoring a curing reaction, fatigue studies, structure rebuild, and other time-dependent investigations. Data are shown for a two-part 5-minute epoxy cured using disposable parallel plate geometry.At short times the storage modulus is lower than the loss modulus. As the curing reaction progresses, the two moduli cross at the gel point, beyond which G’ becomes larger than G” and the material hardens.
Flow tests are used to measure a material’s “resistance to flow” or viscosity profiles. It is important to note that most materials are non-Newtonian, i.e. their viscosity depends on the rate of deformation. For these materials the viscosity is not a single point value, but is represented by a range of values or a curve that can vary many orders of magnitude over a wide range of shear rates. In the Flow mode, the rheometer applies a wide range of shear rate (or stress) to the sample in a stepped or continuous fashion, and the resultant shear stress (or rate) is measured. The calculated apparent viscosity is typically plotted as a function of the control variable and this curve is referred to as a flow curve. Generalized flow curves for dispersions and polymers are shown below.
The data generated provides information on apparent viscosity, yield stress, shear thinning, thixotropy, and correlates to real world processes. Simple techniques like spindle viscometers can only measure a point or small part of the total curve.
A polymer’s molecular weight greatly influences its viscosity, while its molecular weight distribution and degree of branching affect its shear rate dependence. These differences are most apparent at low shear rates not possible with melt flow index or capillary devices.The ARES-G2 can determine molecular weight based on measurements of zero shear viscosity. Cox-Merz and TTS can be used to extend the data to higher shear rates.
Transient Tests, which include stress relaxation and creep recovery experiments, are named so because the deformation is applied to the sample in a step fashion. They are both highly sensitive tests for measuring viscoelastic properties of materials. The ARES-G2 is capable of both creep and stress relaxation testing. In a creep recovery test a constant stress is applied to the sample and the resulting strain is measured over time.The stress is then removed and the recovery (recoil) strain is measured. In a stress relaxation test,an instantaneous strain is applied to the sample and held constant.The resulting stress decay is measured as a function of time yielding stress relaxation modulus G(t).
Creep and Recovery
Data from creep and recovery experiments performed on paint samples that were reported to have “good” and “bad” performance are shown in the figure to the right. This testing mode is a powerful tool for measuring viscoelastic properties and understanding and predicting material performance when under loads for long periods of time.Examples include settling stability in complex fluids,and zero shear viscosity and equilibrium recoverable compliance in polymer melts.
This example shows stress relaxation modulus G(t) for polydimethylsiloxane at a temperature of 25 °C. G(t) is calculated from the time-dependent stress decay divided by the applied strain. Stress relaxation experiments provide a quick and easy way to directly measure relaxation times in materials.
Multiwave Frequency Sweep
Materials with a transient structure, such as curing thermosets or polymers that thermally or oxidatively degrade, require fast testing because they are changing as the test progresses. These are expediently tested in Multiwave mode. In this mode, two or more mechanical waves can be applied to a sample at the same time independently of one another. Because the waves act independently, the total imposed strain on the sample is the sum of strains caused by all the waves. The latter is an expression of the Boltzmann Superposition Principle, which holds so long as the total applied strain is within the linear viscoelastic region (LVR). Another advantage of this test mode is the ability to provide quick results compared to the standard frequency sweep; this would make it suitable as a high throughput tool. The data in the figure to the right were obtained using the Multiwave mode to monitor the curing behavior of an epoxy. The gel point is determined by the time at which tan δ is frequency-independent. The separate motor and transducer design of the ARES-G2 makes it uniquely well-suited to the complex strains and stresses that are created in a Multiwave experiment.
Arbitrary Waveform Mode
This mode is particularly advantageous for testing materials that may change rapidly with time, for modeling shear behavior in processes, for increased sensitivity in transient tests, and for research in leading edge rheological studies. Not only a standard sinusoidal deformation, but virtually any user-defined waveform expressed by a mathematical equation can be applied. The input strain and resultant stress are measured as a function of time. TRIOS software uses a Fourier transform to convert the data to the frequency domain, and these data are used to calculate any of the material’s viscoelastic properties.
In the figure to the right, the chosen input function is an “opera house” function, a sinusoidal function that continuously increases in frequency over the period of the lowest frequency. This is the fastest approach to determine the frequency spectrum in the shortest period of time. The continuous dynamic moduli calculated from the Fourier Transformation of the stress response are shown with data from a standard frequency sweep. The time needed to generate the continuous dynamic spectrum using the “opera house” function was 1000 seconds compared to 6600 seconds for a standard frequency sweep with 5 points per decade.
Large Amplitude Oscillatory Shear (LAOS)
The ARES-G2 is equipped with new high-speed electronics with digital signal processing for transient and oscillatory testing allowing simultaneous collection of angular displacement, torque and normal force in all test modes. This enables fully integrated high speed data acquisition for transient (up to 8,000 Hz) and oscillation (up to 15,000 Hz) measurements. The high sampling speed provides superior resolution of magnitude and phase of the measured signals. This allows much better higher harmonic resolution for automatic analysis during oscillation tests or post Fourier transformation analysis. Higher harmonics that occur in the stress signal in oscillation tests are a result of a non-linear response. This is illustrated for LDPE measured with the Cone and Partitioned Plate accessory in the figure to the right.High speed data acquisition is then essential to capture the true material’s stress response. This capability establishes the ARES-G2 rheometer as the ideal platform to perform highly accurate LAOS experiments and provide the most trusted fundamental and higher order harmonic data. An optional software package is available to analyze transient oscillation data and provide all non-linear material parameters such as: G’L , G’M, h’ L , h’ M, S, T, and Q.
Elastic and viscous deformation mechanisms during the transition from linear to non-linear viscoelastic regions of a polyisobutylene solution (2490) were investigated. The data to the right show a monotonic decrease of the storage modulus starting at 10% amplitude along with the large and minimum strain moduli. Nonlinear parameters S (Stiffening/Softening ratio) and T (Thickening/ Thinning ratio) provide more insight into the dynamics of the nonlinear transition and structural changes. T increases at the transition onset to about a value of 0.125 then rapidly decreases as the polymer solution becomes more and more disentangled. However, S starts to increase at a higher amplitude than T then increases rapidly to reach a maximum value about 1.25 before decreasing again. As the material is strained both stiffening and thickening/ thinning mechanisms contribute to the overall structural changes, which is not captured in the elastic modulus G’ at large amplitude.
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- Webinar: Orthogonal Superposition Rheology
- Webinar: Rheological Fingerprinting of Complex Fluids and Soft Solids using LAOS
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- Webinar: Interfacial Rheology -G. Fuller ON YouTube
- Webinar: Rheological Fingerprinting of Complex Fluids and Soft Solids using LAOS – G. McKinley
- Webinar: Analyzing Polymer Molecular Weight Distribution and Blend Morphology Using Rheology – C. Macosko