Presented here is a protocol to assess the contractile properties of striated muscle myofibrils with nano-Newton resolution. The protocol employs a setup with an interferometry-based, optical force probe. This setup generates data with a high signal-to-noise ratio and enables the assessment of the contractile kinetics of myofibrils.
Striated muscle cells are indispensable for the activity of humans and animals. Single muscle fibers are comprised of myofibrils, which consist of serially linked sarcomeres, the smallest contractile units in muscle. Sarcomeric dysfunction contributes to muscle weakness in patients with mutations in genes encoding for sarcomeric proteins. The study of myofibril mechanics allows for the assessment of actin-myosin interactions without potential confounding effects of damaged, adjacent myofibrils when measuring the contractility of single muscle fibers. Ultrastructural damage and misalignment of myofibrils might contribute to impaired contractility. If structural damage is present in the myofibrils, they likely break during the isolation procedure or during the experiment. Furthermore, studies in myofibrils provide the assessment of actin-myosin interactions in the presence of the geometrical constraints of the sarcomeres. For instance, measurements in myofibrils can elucidate whether myofibrillar dysfunction is the primary effect of a mutation in a sarcomeric protein. In addition, perfusion with calcium solutions or compounds is almost instant due to the small diameter of the myofibril. This makes myofibrils eminently suitable to measure the rates of activation and relaxation during force production. The protocol described in this paper employs an optical force probe based on the principle of a Fabry-Pérot interferometer capable of measuring forces in the nano-Newton range, coupled to a piezo length motor and a fast-step perfusion system. This setup enables the study of myofibril mechanics with high resolution force measurements.
Striated muscle cells are indispensable for daily life activities. Limb movement, respiratory function, and the pumping motion of the heart rely on the force generated by muscle cells. Skeletal muscle consists of muscle fascicles containing bundles of single muscle fibers (Figure 1A). These muscle fibers are comprised of myofibrils, which are formed by serially linked sarcomeres (Figure 1B,D). The sarcomeres contain thin and thick filaments. These primarily consist of chains of actin and myosin molecules, respectively (Figure 1B). Actin-myosin interactions are responsible for the force-generating capacity of muscle. Patients with mutations in genes encoding for sarcomeric proteins, such as nebulin, actin, and troponin T, suffer from muscle weakness due to contractile dysfunction1.
The quality of muscle contractility can be studied at various levels of organization, ranging from in vivo whole muscles to actin-myosin interactions in in vitro motility assays. During the past decades, several research groups have developed setups to determine the contractility of individual myofibrils2,3,4,5,6,7,8,9,10. These setups are based on the detection of changes in laser deflection from a cantilever (i.e., optical beam deflection) caused by the contraction of the myofibril (for details, see Labuda et al.11). Although determining the contractile function of myofibrils has some limitations (e.g., the dynamics of the excitation-contraction coupling processes that are upstream of the myofibrils are lacking), there are multiple advantages to this approach. These include: 1) the ability to assess actin-myosin interactions in the presence of the geometrical constraints of the sarcomeres; 2) the ability to assess actin-myosin interactions without potential confounding effects of damaged, adjacent myofibrils (when measuring the contractility of single muscle fibers ultrastructural damage and misalignment of myofibrils might contribute to impaired contractility) (Figure 1D); 3) the small diameter of myofibrils (~1 µm, Figure 2A) and the lack of membranes allow for almost instant calcium diffusion into the sarcomeres. Furthermore, if structural damage is present in the myofibrils, they likely break during their isolation or during the experiment. Hence, assessing myofibril contractility is an elegant method to study the basic mechanisms of muscle contraction and to understand whether disturbed actin-myosin interactions are the primary cause of muscle disease caused by mutations in sarcomeric proteins.
This protocol presents a newly developed setup to determine the contractility of myofibrils incorporating a cantilever force probe with nano-Newton resolution (i.e., Optiforce). This force probe is based on the principle of interferometry. Interferometry enables the use of relatively stiff cantilevers. This makes it possible to measure force with little deflection of the cantilever, approaching isometric contractions of the myofibril. The probe allows for the assessment of low passive and active forces that are produced by a single myofibril isolated from different muscle biopsies, including those from human subjects, with a high signal-to-noise ratio. The optical cantilever force probe incorporated in this setup is based on a Fabry-Pérot interferometer12. The interferometer detects small displacements between an optical fiber and a gold-coated cantilever mounted on a ferrule (Figure 3). The gap between the optical fiber and the cantilever is called the Fabry-Pérot cavity. Myofibrils are mounted between the probe and piezo motor using two glue-coated glass mounting fibers. The force produced by the myofibril can be mathematically derived from the interferometer data. Interferometry is based on the superposition or interference of two or more waves (in this setup three light waves). Laser light with a wavelength between 1,528.77–1,563.85 nm is emitted from the interferometer and is sent through the optical fiber. In the probe, the light is reflected 1) at the interface between the optical fiber and the medium (Figure 3A); 2) at the interface of the medium and the cantilever (Figure 3B); and 3) at the interface between the metal and gold coating of the cantilever (Figure 3C). The reflection at interface A and B is dependent on the refractive index (n) of the medium in which the probe is submerged. The light, consisting of the three superimposed reflections, returns to a photodiode in the interferometer. The photodiode measures the intensity of the light, which is the result of the interference pattern of the three superimposed reflections. When contractile force is generated by activating or stretching a myofibril, the myofibril pulls on the cantilever. This movement changes the cavity size (d) and consequently, the number of wavelengths that fit in the cavity. The light reflected at the cantilever will have a different phase, resulting in a different interference pattern. The photodiode records this change of interference pattern intensity as a change in Volts. Subsequently, myofibril force generation is calculated from this change, taking into account the cantilever stiffness. The force probe is calibrated by the manufacturer by pushing the tip of the mounting needle, attached to the free handing end of the cantilever, against a weighing scale while keeping the bending of the cantilever equal to a multiple of the wavelength of the readout laser13. Thus, interferometry is a highly sensitive method to detect small changes in distance, allowing for measurement of forces with nano-Newton resolution. This resolution enables the assessment of myofibrillar force production with a high signal-to-noise ratio. While traditional interferometry limits the range of measurements to the linear part of the interference curve, using a lock-in amplifier and modulation of the laser wavelength overcomes this limitation14. This is explained in more detail in the discussion section.
To measure myofibril active tension, a fast-step perfusion system was incorporated to expose the myofibril to calcium solutions (Figure 4A). The fast-step perfusion system enables solution changes to occur within 10 ms. Because of their small diameter, calcium diffusion into the myofibrils is nearly instantaneous. Hence, this system is particularly suitable for measuring the rates of actin-myosin binding during activation and release during relaxation. The rate of activation (kACT) and relaxation (kREL) can be determined from the activation-relaxation curves. Also, by exposing the myofibrils to calcium solutions of increasing concentration, the force-calcium relationship and calcium sensitivity can be determined.
Furthermore, a piezo length motor enables fast stretching and shortening of the myofibril. This offers the possibility to study the viscoelastic properties (i.e., passive tension) of the myofibril, as well as performing a rapid shortening and restretch of the myofibril to determine the rate of tension redevelopment (kTR). The parameters retrieved from both active and passive tension experiments can be altered by gene mutations in a sarcomeric protein.
This custom-built setup was used to measure the active and passive contractile characteristics of myofibrils isolated from healthy human, patient, and mouse skeletal muscle.
The protocol for obtaining human biopsies was approved by the institutional review board at VU University Medical Center (#2014/396) and written informed consent was obtained from the subjects. The protocol for obtaining animal muscle biopsies was approved by the local animal ethics committee at VU University (AVD114002016501)
1. Preparation and myofibril isolation
NOTE: Use previously described methods to glycerinate biopsies, prepare the different calcium concentration (pCa) solutions7,16,17, and isolate myofibrils2,18.
2. Mounting a myofibril
3. Initializing experiment
4. Experimental protocol(s)
5. Cleaning
6. Data analysis
Data traces were recorded and opened with the system controller software (see Table of Materials). Complete traces or selected segments were exported to the clipboard or text file for further analysis with a desired software. Valves to control flow of the different solutions were switched with custom software or manually. A custom MATLAB script was used to analyze the rates of activation, tension redevelopment, and relaxation. The maximum active force and the peak and the plateau force of the passive force experiments were taken directly from the system controller software force trace. After mounting a myofibril (Figure 2), the desired protocol was selected.
Maximum active force and calcium–sensitivity of the force in myofibrils isolated from mouse and human skeletal muscle biopsies
In Figure 4A the experimental setup used for the active force experiments is depicted schematically. Force traces of an active force experiment with a myofibril isolated from healthy human quadriceps muscle are shown. The myofibril was activated 5 times with solutions with varying pCa (pCa 6.2, 5.8, 5.6, 5.4, 4.5; data shown in Figure 4B). The average maximum force of all myofibrils in this experiment was ~123 mN/mm2. A force-pCa curve was constructed from the plateau forces reached during each activation in each of the five calcium solutions. The results are shown in Figure 4C. From this curve the pCa at 50% of maximum force production (pCa50) was calculated. In this myofibril, the pCa50 was 5.75.
Additionally, one or multiple compounds could be added to the perfused solution to measure its effect on the force produced by the myofibril. In Figure 4D, the effect of N-benzyl-p-toluene sulphonamide (BTS), a fast twitch muscle (type II) myosin heavy chain II (MHCII) inhibitor, is illustrated.19 A myofibril was activated first with a pCa 5.6 solution, and subsequently with a pCa 5.6 + BTS solution. During the second activation less force was produced, indicating that this was a myofibril that contained MHCII. There are mutations in proteins that are present exclusively in specific muscle types, and thus only affect myofibrils from that specific muscle type. In that case, ‘typing’ the myofibrils is important to discern the mutation effect on the various muscle types. Also, this example illustrates the possibility for testing the efficacy of therapeutic compounds in myofibrils.
Figure 4E shows an active force trace of a single myofibril isolated from mouse skeletal soleus muscle tissue. The myofibril was mounted in the setup and perfused with relaxing solution (pCa 9.0), followed by perfusion with activating solution (pCa 4.5, ~0.032 mM calcium). We simultaneously recorded the force and sarcomere length. This was a near isometric contraction, as the cantilever deflection was ~0.5 µm, which was approximately 1% of the myofibril’s slack length (~50 µm). In Figure 4E a rapid shortening-restretch protocol was performed during active contraction to assess the rate of tension redevelopment (kTR, yellow dashed line). The kTR is a measure of cross-bridge cycling kinetics. Also, the activation and relaxation curves were fitted to determine the rate of activation (kACT, red dashed line) and relaxation (kREL, green dashed line), respectively. Figure 4 shows a more detailed view of the relaxation phase highlighted in Figure 4F. Two phases became apparent: 1) an initial slow phase of relaxation (dominated by cross-bridge detachment) and 2) a fast phase of relaxation (dominated by cross-bridge detachment and calcium-dissociation)20.
Passive force in myofibrils isolated from a human skeletal muscle biopsy
Figure 10 shows a trace of a passive force experiment with a myofibril isolated from healthy human diaphragm muscle tissue. The first protocol involved one or multiple passive stretches to determine the viscoelastic properties of the sarcomeres. Figure 10 shows a force trace of a continuous stretch of a myofibril (stretch from sarcomere length 2.2–3.0 μm). During the stretch, myofibrils displayed both viscous and elastic characteristics. This is evident from the curve shown in Figure 10A. The sharp peak represents both characteristics, whereas the plateau force is a measure of elasticity. Viscosity resists strain linearly. Thus, the force dropped after the strain was removed. Figure 10B highlights the stretch itself and illustrates the high signal-to-noise ratio. Note that force traces are unfiltered.
Figure 1: Schematic depiction and electron microscopy images of a skeletal muscle and its morphology. (A) Shows the structure of skeletal muscle and (B) shows the structure of the sarcomere, the smallest contractile unit. These schematic images are adapted from Servier Medical Art. (C) Shows an image of a single muscle fiber and (D) shows an electron microscopy image of a muscle fiber revealing myofibrillar damage as well as preserved myofibrillar ultrastructure. Please click here to view a larger version of this figure.
Figure 2: Images showing a mounted myofibril, Ɵ-glass alignment, and piezo mounting needle. (A) A myofibril mounted at slack length between the glass fiber needles coated with shellac as seen through a 40x objective. (B) Images of the position of the Ɵ-glass relative to the myofibril (highlighted with the white ovals) as seen through a 10x objective. (Top) Aligned to the top channel (relaxing solution, pCa 9.0); (Bottom) Aligned to the bottom channel (activating solution, pCa 4.5) to perfuse the myofibril with calcium and induce contraction. (C) Schematic depictions of the position of the Ɵ-glass relative to the myofibril. (Top) Aligned with the top channel (relaxing solution, pCa 9.0); (Bottom) Aligned with the bottom channel (activating solution, pCa 4.5) to perfuse the myofibril with calcium and induce contraction. (D) Mounting needle attached to the carbon rod of the piezo holder. Please click here to view a larger version of this figure.
Figure 3: Schematic representation of the setup and end part of the tissue flow chamber. In dark blue the tissue flow chamber made out of aluminum, and in white the cavity in which the force probe and Ɵ-glass are shown in position; (Center) Myofibril attached between two glass fiber mounting needles attached to the force probe and piezo length motor. The Ɵ-glass is aligned with the myofibril. The Ɵ-glass can move up and down to expose the myofibril to the calcium solution. (Right) Close-up of the cantilever force probe. Indicated are the cavity size (or Fabry-Pérot cavity, d); reflection interfaces A, B, and C; and an example of a light wave emitted by the laser (red). The cantilever is mounted on the shoulder of the ferrule. The fiber that carries the laser from the interferometer exits the ferrule at the tip of the cantilever. A glass mounting fiber is fixed on the cantilever using wax. (Top left) The interferometer analyzes the interferometer signal transmitted to the system controller software. Please click here to view a larger version of this figure.
Figure 4: Experimental setup and data from active tension experiments. (A) Schematic representation of the perfusion setup and solutions used. Note that the first and last tubes (light blue) contain calcium-free solution (i.e., relaxing solution). (B) Example force traces of an active tension experiment with a myofibril isolated from human skeletal muscle tissue showing five activations from relaxing solution (pCa 9.0) to multiple activation solutions (pCa 6.2 – 4.5). (C) A force-calcium curve; force levels at the plateaus in panel (B) were normalized and plotted against their respective calcium levels. (D) Example force trace of a type II (fast twitch) myofibril isolated from human skeletal muscle activated with pCa 5.6 solution (blue) and subsequently with pCa 5.6 + BTS (a type II specific cross-bridge inhibitor, red). (E) Example data trace of an active tension experiment with myofibrils isolated from mouse soleus skeletal muscle tissue with a rapid shortening-restretch protocol during activation to determine the rate of tension redevelopment (kTR, yellow dashed line). Also, the activation and relaxation curve were fitted to determine the rate of activation (kACT, red dashed line) and relaxation (kREL, green dashed line), respectively. (F) A zoom of the relaxation phase (Top left), highlighted in (E). The fast-step motor signal (Bottom left) indicated the time point at which the solution changed from an activation solution (pCa 4.5) to a relaxing solution (pCa 9.0). The relaxation phase consisted of a linear, slow phase (Top right) and an exponential, fast phase (Bottom right). Please click here to view a larger version of this figure.
Figure 5: Example setting for the signal generator in the system control software. (see Table of Materials). 1) Indicates the button to execute commands entered in the signal generator. (A) Setting up the piezo length motor. (B) Setting up the fast-step motor. (C) Performing a fast-step to activate a myofibril for a duration of 5 s. (D) Performing a rapid shortening-restretch of a myofibril to determine the kTR. (E) Performing a stepwise stretch of a myofibril to determine the viscoelastic properties. Please click here to view a larger version of this figure.
Figure 6: Valve controller software as used on the PC. (A) The button used to open valves 1 (Rx) and 6 (Act). (B) The state of the buttons when all valves are closed. Please click here to view a larger version of this figure.
Figure 7: Measuring sarcomere length, myofibril length, and myofibril width with the system controller software. A ruler is used as an example. (A) Measuring the sarcomere length: the purple box is placed around the myofibril and the sarcomere length is shown in (1). (B) Measuring the length: The cyan box is placed from beginning to end of the myofibril. (C) Measuring width: After rotating the camera 90°, the cyan box is placed from one side of the myofibril to the other. Please click here to view a larger version of this figure.
Figure 8: Thermoelectric temperature controller software. (A) Establish connection with the thermoelectric temperature controller. (B) Expand temperature settings. (C) Set desired temperature, in this case: 15 °C. (D) Turn on thermoelectric temperature controller and send voltage to Peltier thermoelectric cooler module. Please click here to view a larger version of this figure.
Figure 9: Settings for the syringe outflow pump. (A) Open connection to the pump by pressing (1). (B) Start the pump with predefined settings by pressing (2). (C) Start outflow pumping by setting the ‘Valve Commands’ to ‘Bath Valve’ (2) and entering the ‘Command Set Parameters’ as shown. Execute the command by pressing (3). Commands can be terminated by pressing (4). Please click here to view a larger version of this figure.
Figure 10: Example data trace of a passive tension experiment with myofibrils isolated from human skeletal muscle tissue. (A) Recording of the force (Upper) and sarcomere length (Lower) during a stretch and release protocol. (B) Zoom of (A) showing the force (Upper) and sarcomere length during the stretch phase of the myofibril. Please click here to view a larger version of this figure.
Figure 11: Experimental setup and data from cardiomyocyte calcium preactivation experiments. (A) Schematic representation of the perfusion setup. Note that the last tube (light blue) contains calcium-free solution (relaxing solution). (B) Superimposed curves of activation of a cardiomyocyte without (light blue) and with (dark blue) calcium preactivation, with calcium concentrations of 1 nM and 80 nM, respectively. (C) Comparison of calcium preactivation in wild type (WT) and heterozygous RBM20 (HET) cardiomyocytes isolated from rat left ventricle. This figure has been modified from Najafi et al.21. Please click here to view a larger version of this figure.
Step | Device | Description | Shape | Initial | ||||||||
1.7.1. | Piezo | Initialisation passive tension | Fixed | 51.6 µm | ||||||||
1.7.2. | Piezo | Initialisation active tension | Fixed | 0 µm | ||||||||
Step | Device | Description | Shape | Initial | Delay | Reps | Level | Delay | Level | Delay | ||
3.4.4. / 4.1.1.4. / 4.1.2.4. | Fast-step | Testing ɵ-glass position / Activation of myofibril | Pulse | 4 V | 1 s | 1 x | 3 V | 5 s | 4 V | 1 s | ||
4.1.3.4. | Fast-step | Activation of myofibril (include kTR) | Pulse | 4 V | 1 s | 1 x | 3 V | 10s | 4 V | 1 s | ||
Step | Device | Description | Shape | Initial | Delay | Reps | Ramp Level | Ramp Duration | Delay | Ramp Level | Ramp Duration | Delay |
4.1.3.1. / 4.1.3.6. | Piezo | Shortening-Restretch for kTR | Trapezoid | 0 µm | 0.5 s | 1 x | 0 + 0.15 * L0 = __ µm | 0.01 s | 0.01 s | 0 µm | 0.01 s | 1 s |
4.2.1.1. / 4.2.1.4. | Piezo | Continues stretch | Trapezoid | 51.6 µm | 2 s | 1 x | 51.6 – 0.30 * L0 = __ µm | 2 s | 0 s | 51.6 – 0.30 * L0 = __ µm | 0 s | 1 s |
4.2.1.4. | Piezo | Return myofibril to slack length | Trapezoid | 1.6 µm | 2 s | 1 x | 51.6 µm | 5 s | 0 s | 51.6 µm | 0 s | 1 s |
4.2.2.3. | Piezo | Stepwise stretch | Trapezoid | 51.6 µm | 2 s | 10 x | 51.6 – 5 µm | 0.5 s | 10 s | 51.6 – 5 µm | 0 s | 0 s |
4.2.3. | Piezo | Return myofibril to slack length | Trapezoid | 1.6 µm | 2 s | 1 x | 51.6 µm | 5 s | 0 s | 51.6 µm | 0 s | 0 s |
Table 1: Table describing the various signal generator settings used in the system controller software to operate the piezo length motor and fast-step motor.
Described is a protocol to assess the contractile function of myofibrils isolated from human or animal skeletal muscle tissues. The force resolution of this setup has been described before by Chavan et al.12. In short, it is determined by the random fluctuations of the length of the Fabry-Pérot cavity formed between the detection fiber and the cantilever, which produce the dominant part of the noise at the output of the readout (expressed in V) that, multiplied by the deflection sensitivity (expressed in m/V) and by the spring constant of the cantilever (expressed in N/m), provides the force noise. For our setup, the root mean square (rms) noise in air at the output of the readout, sampled at a 1,000 data points/s (sample/s), is approximately 2 mV. For a typical myofibril measurement, a ferrule-top probe is used with a spring constant of ~0.7 N/m (deflection sensitivity ∼300 nm/V). This rms value corresponds to a cantilever deflection resolution of 0.6 nm, which translates to a force sensitivity of ~0.37 nN. The force probe is calibrated by pushing the tip of the mounting needle against a weighing scale while keeping the bending of the cantilever equal to a multiple of the wavelength of the readout laser13. This method of calibration entails both the cantilever and mounting needle stiffness as well as possible variations in torque of the cantilever and mounting needle due to speed and magnitude of myofibril contraction. Currently, a setup for assessing myofibril contractility is available, which is based on the detection of a laser deflected from the cantilever, i.e., optical beam deflection (1,700 A; ~1 nN force resolution). This system was developed by Labuda et al. using an optical periscope to guide a laser light towards and away from the cantilever in constraining configurations11. In this system, a myofibril is mounted between the atomic force cantilever and a rigid glass needle. An advantage of the system described here is the higher force sensitivity and signal-to-noise ratio. Furthermore, in this setup, relatively stiff cantilevers can be used, which results in small cantilever deflection when myofibrillar force is applied. This is important, as it allows for force measurements at nearly constant sarcomere length. Finally, compared to the system described by Labuda et al., the system here utilizes similar or identical methods to control the temperature, to induce length changes on the myofibril, and to change the perfusion solutions using a Ɵ-glass and fast-step motor. The advantage of the system described by Labuda et al. is that a change of solution composition (between cantilever and optical periscope) does not affect the signal output. In the system described here, the solution composition between cantilever and optical fiber must remain constant. The solution to this limitation is described in more detail below.
Optimization
The optical force probe in combination with the fast-step perfusion system led to complications. The difference in optical properties between low and high concentration Ca2+ solutions interferes with the force measurements. To prevent backflow of the high calcium solution, a custom flow chamber was engineered (Figure 3). A constant background flow of calcium-free solution is induced from right to left to keep the solution constant between the top of the optical fiber and the cantilever (Figure 3D).
To control the temperature, a Peltier element with liquid cooling is mounted on the flow chamber. This flow chamber is thermally uncoupled from the microscope by mounting it on a plastic adapter. With the Peltier element, controlled by a TEC system, it is possible to control the temperature of the solution over time with 0.1 °C precision. Temperature is monitored by a temperature sensor mounted on the flow chamber. Temperature stability is important due to the nature of the force transducer. The cantilever consists of a gold-coated glass strip, effectively making it a thermometer. Thus, the cantilever bends with temperature changes.
The setup uses a fast-step perfusion system (see Table of Materials) to control the movement of the Ɵ-glass. This system allows for perfusion switches within 10 ms. Combining the method of temperature control and solution switching makes this system particularly suitable to measure the kinetics of sarcomere contractility (i.e., rates of force development, tension redevelopment, and relaxation) in myofibrils.
Initially, the downside of using interferometry was the small usable range due to the necessity to use the linear part of the interference curve (λ/8, with λ being the wavelength of the laser). However, recent innovations eliminated this need by combining wavelength modulation with a lock-in amplifier. Therefore, the system is not limited to a single linear part of the interference curve. This enables the measurement of infinite deflection of the cantilever14. Thus, the range of cantilever deflection readout of this system is greatly enlarged compared to traditional interferometry. Additionally, the force probes described are easy to replace and there are many cantilevers available, with stiffnesses ranging from 0.5 N/m to >20 N/m. Therefore, it is possible to quickly change between cantilevers and select the stiffness most suitable for the experiment conducted.
Challenges
The current system is a prototype based on a cardiomyocyte measuring system (see Table of Materials). Several components can be improved to provide a better user experience and data of higher quality. First, due to add-ons to the system, vibration and resonance can be an issue that will add noise to the signal. Also, the Ɵ-glass holder and fast-step motor attachment method could be improved to make it less prone to vibration.
Second, it is desirable to replace the fast-step motor with a piezo length actuator to increase the speed of solution switching and to obtain a more consistent motion.
Third, the calcium solutions we previously used to activate single striated muscle fibers included propionic acid, but these solutions absorb near-infrared light, interfering with the force measurements. Calcium chloride was used to eliminate the need for propionic acid, which greatly reduced this effect. This issue is inherent to a system based on interferometry and not present when utilizing optical beam deflection.
Fourth, a custom flow bath was engineered to create a laminar flow, to match the flow of the Ɵ-glass. This prevents backflow due to turbulence of the calcium-rich solution. Therefore, the solution between the tip of the optical fiber and the cantilever remains constant. The coverslip with the myofibrils can move freely under the flow chamber and therefore, selection of suitable myofibrils is not confined to the small area of the flow chamber.
Reproducibility and variability
There are several elements of the system and protocol that are important for the degree of reproducibility and variability of the data obtained.
First, the quality of the measurements strongly depends on the quality of the myofibril isolation. Identical protocols yield different qualities and quantities of myofibrils from different biopsies. In some cases, biopsies barely yield usable myofibrils or none at all. Common consensus is that damaged myofibrils will break during contraction and thus are not accounted for in the results.
Second, there is uncertainty in the determination of the cross-sectional area of the myofibril. Due to technical constraints, it is possible to measure the width of the myofibril in only one plane. Therefore, to calculate the cross-sectional area we assume that the width and depth are equal. When force is normalized to a cross-sectional area to calculate maximal active tension, one should be aware of this assumption.
Mounting of myofibrils due to myofibril mounting angle, position, and the integrity of the glue.
Although mounting angle and position can largely be controlled visually, small variations between myofibrils might be present. Glue integrity has not been investigated extensively. However, glue integrity can be verified by monitoring the sarcomere length in the myofibril before and after activation. When more sarcomeres are between the glue after a protocol, this suggests that slippage of the myofibril in the glue has occurred. Consequently, this myofibril should be excluded from the dataset.
Other applications of the setup: Calcium preactivation in cardiomyocytes isolated from rat left ventricle
In addition to assessing the contractile function of myofibrils, the system can also be used to measure cardiomyocyte mechanics. For example, Figure 11 illustrates the use of membrane-permeabilized single cardiomyocytes isolated from rat left ventricle21. Contrary to the experiments described above, relaxing solution was changed and activating solution was kept constant. Each cardiomyocyte underwent five sets of activations, exposing it to a 2 µM free calcium solution for 1 s. The 1 s time constraint is chosen to mimic the time-limited nature of cardiac contractions, where the exposure to low calcium concentration solutions mimics the diastolic phase and the exposure to high calcium concentration solutions mimics the systolic phase of cardiac muscle contraction (Figure 11A). For each of the five sets diastolic calcium was varied (1, 80, 160, 250, and 400 nM calcium), while systolic calcium remained constant (Figure 11A). A set consisted of two sets of three activation-relaxation cycles at 1.8 µm versus 2.0 µm and 2.0 µm versus 2.2 µm for different experimental groups. Peak force was measured at 1 s from the switch of the pipette and averaged for the set of three activation-relaxation cycles. The high signal-to-noise ratio and the high dynamic range of this force transducer allowed us to measure both the small changes in diastolic force and the much larger systolic forces (Figure 11B). Increasing diastolic calcium resulted in a higher force at 2 µM calcium relative to the first activation (Figure 11B). WT rat cardiomyocytes were compared with heterozygous (HET) RMB20 rat cardiomyocytes. Due to alternative splicing, HET rats have a more compliant titin protein as compared to the WT rats. The effect was exaggerated in HET cardiomyocytes at 80 and 160 µM calcium (Figure 11C).
The authors have nothing to disclose.
This project was funded by AFM-Telethon and A Foundation Building Strength for Nemaline Myopathies. The authors wish to acknowledge the creator of the products mentioned in this article, IONOptix Inc.
Bio Spec Products, Inc. | 985370-XL | To isolate myofibrils | |
Custom coded | Matlab | ||
Custom fabricated | Includes Labview program to control over serial connection; To control valves | ||
Custom fabricated | To cool the Peltier module | ||
Custom fabricated | |||
Custom fabricated | Aluminum tissue chamber | ||
Custom fabricated | To control the valves; Includes PC software to control over USB | ||
IonOptix | System controller software: data recording software with advanced signal generator for piezo and fast-step | ||
IonOptix | MCS100 | To record sarcomere length | |
IonOptix | Includes: Optiforce (interferometer), Micromanipulators, Signal interface, Piezo motor and controller. Based on the MyoStretcher | ||
IonOptix | Force probe | ||
Koolance | ADT-EX004S | ||
Koolance | EX2-755 | To cool the Peltier module | |
Microsoft | Data registration | ||
Olympus | IX71 | ||
Olympus | TH4-200 | ||
Sigma-Aldrich | 529265 | Poly(2-hydroxyethyl methacrylate); Coating for microscope slides to prevent sticking of tissue | |
Sigma-Aldrich | 78471 | Crystals to dissolve in ethanol resulting in glue | |
TE Technology, Inc. | TE-63-1.0-1.3 | To cool the tissue flow chamber | |
TE Technology, Inc. | TC-720 | Includes PC software to control over USB | |
Tecan Trading AG | 20736652 | ||
Tecan Trading AG | 20739263 | Syringe pump to induce backgroundflow together with fast-step perfusion system; Outflow from tissue flow chamber | |
Thermo scientific | 2441081 | ||
Warner Instruments (Harvard Bioscience, Inc.) | Discontinued | Alternative: SF-77CST/VCS-77CSP | |
Warner Instruments (Harvard Bioscience, Inc.) | TG150-4 | To perfuse the tissue | |
1 PC for IonWizard and 1 PC for other software |