| Sonoporation from Jetting Cavitation Bubbles Biophysical Journal, Volume 91, Issue 11, 1 December 2006, Pages 4285-4295 Claus-Dieter Ohl, Manish Arora, Roy Ikink, Nico de Jong, Michel Versluis, Michael Delius and Detlef Lohse Abstract The fluid dynamic interaction of cavitation bubbles with adherent cells on a substrate is experimentally investigated. We find that the nonspherical collapse of bubbles near to the boundary is responsible for cell detachment. High-speed photography reveals that a wall bounded flow leads to the detachment of cells. Cells at the edge of the circular area of detachment are found to be permanently porated, whereas cells at some distance from the detachment area undergo viable cell membrane poration (sonoporation). The wall flow field leading to cell detachment is modeled with a self-similar solution for a wall jet, together with a kinetic ansatz of adhesive bond rupture. The self-similar solution for the -type wall jet compares very well with the full solution of the Navier-Stokes equation for a jet of finite thickness. Apart from annular sites of sonoporation we also find more homogenous patterns of molecule delivery with no cell detachment. Abstract | Full Text | PDF (1601 kb) |
| An Experimental and Theoretical Analysis of Ultrasound-Induced Permeabilization of Cell Membranes Biophysical Journal, Volume 84, Issue 5, 1 May 2003, Pages 3087-3101 Jagannathan Sundaram, Berlyn R. Mellein and Samir Mitragotri Abstract Application of ultrasound transiently permeabilizes cell membranes and offers a nonchemical, nonviral, and noninvasive method for cellular drug delivery. Although the ability of ultrasound to increase transmembrane transport has been well demonstrated, a systematic dependence of transport on ultrasound parameters is not known. This study examined cell viability and cellular uptake of calcein using 3T3 mouse cell suspension as a model system. Cells were exposed to varying acoustic energy doses at four different frequencies in the low frequency regime (20–100kHz). At all frequencies, cell viability decreased with increasing acoustic energy dose, while the fraction of cells exhibiting uptake of calcein showed a maximum at an intermediate energy dose. Acoustic spectra under various ultrasound conditions were also collected and assessed for the magnitude of broadband noise and subharmonic peaks. While the cell viability and transport data did not show any correlation with subharmonic (/2) emission, they correlated with the broadband noise, suggesting a dominant contribution of transient cavitation. A theoretical model was developed to relate reversible and irreversible membrane permeabilization to the number of transient cavitation events. The model showed that nearly every stage of transient cavitation, including bubble expansion, collapse, and subsequent shock waves may contribute to membrane permeabilization. For each mechanism, the volume around the bubble within which bubbles induce reversible and irreversible membrane permeabilization was determined. Predictions of the model are consistent with experimental data. Abstract | Full Text | PDF (265 kb) |
| Interactions of Inertial Cavitation Bubbles with Stratum Corneum Lipid Bilayers during Low-Frequency Sonophoresis Biophysical Journal, Volume 85, Issue 6, 1 December 2003, Pages 3502-3512 Ahmet Tezel and Samir Mitragotri Abstract Interactions of acoustic cavitation bubbles with biological tissues play an important role in biomedical applications of ultrasound. Acoustic cavitation plays a particularly important role in enhancing transdermal transport of macromolecules, thereby offering a noninvasive mode of drug delivery (sonophoresis). Ultrasound-enhanced transdermal transport is mediated by inertial cavitation, where collapses of cavitation bubbles microscopically disrupt the lipid bilayers of the stratum corneum. In this study, we describe a theoretical analysis of the interactions of cavitation bubbles with the stratum corneum lipid bilayers. Three modes of bubble-stratum corneum interactions including shock wave emission, microjet penetration into the stratum corneum, and impact of microjet on the stratum corneum are considered. By relating the mechanical effects of these events on the stratum corneum structure, the relationship between the number of cavitation events and collapse pressures with experimentally measured increase in skin permeability was established. Theoretical predictions were compared to experimentally measured parameters of cavitation events. Abstract | Full Text | PDF (260 kb) |
Copyright © 2008 The Biophysical Society. All rights reserved.
Biophysical Journal, Volume 94, Issue 7, L51-L53, 1 April 2008
doi:10.1529/biophysj.107.125617
Biophysical Letters
Yun Zhou*, Jianmin Cui† and Cheri X. Deng‡,
, 
* Department of Biomedical Engineering, Case Western Reserve University, Cleveland, Ohio
† Department of Biomedical Engineering, Washington University, St. Louis, Missouri
‡ Department of Biomedical Engineering, University of Michigan, Ann Arbor, Michigan
Address reprint requests and inquiries to Cheri Deng, Tel.: 734-936-2855.Safe and efficient intracellular delivery of drugs and genes is critically important in such applications as targeted cancer treatment and gene therapy. Ultrasound has been used to transiently increase the cell membrane permeability and has been exploited as a promising nonviral strategy for intracellular delivery of DNAs, proteins, and other agents 1,2,3. While it is hypothesized that ultrasound energy mechanically creates nonspecific pores on the cell membrane to allow entry of extracellular agents into the cell, the biophysical mechanisms of this process, often called sonoporation 2,4,5, has not been fully understood. Despite increasing interest in ultrasound-mediated delivery, challenges remain to achieve controllable sonoporation outcome. The dearth of real-time measurements of sonoporation at the single-cell level makes it difficult to examine the exact mechanism and process of sonoporation. Determination and attempted optimization of sonoporation parameters have largely relied on the retrospective analysis of post-ultrasound assay results. In particular, although the presence of micron-sized bubbles has been shown to facilitate cell sonoporation 6, association of sonoporation with dynamic microbubble activities 5,7,8,9 such as inertial acoustic cavitation (the rapid expansion and violent collapse of gaseous bubbles driven by an ultrasound field) is often derived based on statistical comparison of results from post-ultrasound assay of cellular uptake and/or cell survival in the presence or absence of microbubbles. Such approaches lack temporal and spatial specificity, inevitably leading to uncertainty in relating actual sonoporation parameters with outcome, given the complexity of ultrasound interaction with cells and bubbles. As such, the exact relationship between cavitation and sonoporation has not been obtained.
This study investigated the impact of microbubble cavitation on the cell membrane by measuring in real-time the colocalized and concurrent cavitation activities and sonoporation of a single cell. Using Xenopus oocytes as a model system 4 along with a focused ultrasound strategy, localized cavitation, and sonoporation were only generated and detected within the ultrasound focus (Fig. 1). Sonoporation was measured, in real-time, via the inward transmembrane (TM) current of the single Xenopus oocyte under voltage-clamp, as demonstrated in our previous study 4. Before ultrasound application, the TM current is constant at a fixed membrane holding potential (voltage-clamped) in the absence of activation of endogenous ion channels, since the whole cell membrane is regarded as a resistor with constant resistance 10. In sonoporation, ultrasound generates nonspecific pores on the cell membrane, thereby decreasing its resistance. The resulting change in the TM current due to the ions flowing through the pores is determined by the pore size and ion concentration gradient across the cell membrane, therefore providing a novel means to monitor the dynamics of sonoporation in a single cell with high temporal resolution and sensitivity.
Fig. 1 shows the experimental setup. Defolliculated Xenopus oocytes were prepared following a protocol approved by our Institutional Animal Care and Use Committee. A single oocyte (diameter 0.8∼1.0mm) placed on a 2-mm-thick acoustic gel block (Parker Laboratories, Fairfield, NJ) was immersed in 4mL ND96 solution (in mM: 96 NaCl, 2 KCl, 1 MgCl2, 1.8 CaCl2, 5 HEPES, pH 7.6) in a 35-mm petri dish with a thin glass bottom (∼0.8mm) (MatTek, Ashland, MA). The gel block, with an acoustic impedance similar to water, and the solution, created a standoff distance to acoustically separate the dish bottom from the cell without disturbing the ultrasound fields.
A dual-frequency ultrasound transducer assembly, including two concentric ultrasound transducers confocally and collinearly-aligned, was utilized in this experimental study. The donut-shaped, outer transducer (excitation transducer) with inner and outer diameters of 14 and 30mm was used to generate a focused ultrasound beam at 1.5-MHz (focal distance 48mm, full 3-dB lateral beam width 0.9mm) to induce cavitation and sonoporation. The circular, center transducer (detection transducer) with a diameter of 14mm is a broadband ultrasound transducer (center frequency 7MHz, 50% bandwidth, focal distance 48mm, 3-dB beam width 0.45mm). It was used to detect acoustic signals from the overlapped focal zone. The transducer assembly was immersed in a water tank aiming upward with its center of focus positioned at the equator of the cell (Fig. 1, inset). Localization of cavitation and sonoporation was achieved at the intersection of the cell membrane with the ultrasound focus (∼0.25×2mm2 within 1dB).
The excitation ultrasound pulses were applied to irradiate the cell in the presence of 0.1% activated Definity microbubbles (Bristol-Myers Squibb Medical Imaging, North Billerica, MA), which were used as cavitation nuclei to facilitate sonoporation 5,8. Definity is an ultrasound imaging contrast agent consisting of perflutren lipid shelled bubbles (diameter 2.2±1.1μm). Coupled to an ultrasound pulser/receiver (Panametrics NDT, 5910R; Waltham, MA), the detection transducer was operated in pulse-echo mode with a pulse-repetition frequency of 5.88kHz. During each period (170μs) of pulse-echo operation, the detection transducer sent a short detection or probing pulse and then immediately switched to “receive mode” to detect the backscattered (BS) signals from existing bubbles (active cavitation detection) and the acoustic-emission (AE) signals from collapsing bubbles (passive cavitation detection) within the focal zone. During application (from 34 to 200ms), the excitation pulses were applied in sync with the detection pulses at 5.88kHz pulse-repetition frequency, with each excitation pulse in every pulse-echo period delayed 17μs from the detection pulse. This minimal delay was used to separate the BS signals from the AE signals received by the detection transducer. Each excitation pulse included five cycles of oscillating acoustic pressure of 2.09MPa (acoustic pressures indicated are peak negative values); the short pulse duration avoided the buildup of a standing wave and the effects of multiple reflections inside the dish.
Figure 2AB, shows examples of the acoustic signals (in arbitrary unit) received by the detection transducer (at sampling rate 50MHz) with and without Definity in the solution. The horizontal axis represents the time duration for the ultrasound pulses to travel from the transducer to the scattering targets and back to the transducer at sound speed 1480 m/s (in water), corresponding to the spatial location of an acoustic source. As the cell was placed near the ultrasound focus (48mm, equivalent to a round-trip travel time of 64.9μs for the ultrasound pulse), the signal segments indicated in the plots correspond to the BS signals (65–67μs) and the AE signals (82–86.5μs) from bubbles within the intersection zone of the ultrasound focus with the cell. (The AE signals arrived 17μs after the BS signals because of the delay of each excitation pulse from the detection pulse.) The AE signals also lasted longer because of the longer pulse duration of the 1.5MHz excitation pulse than the (7MHz) detection pulse. The echoes (at 58μs and 73μs) are reflections from the dish bottom and the solution-air interface.
Because the excitation ultrasound was on from 34 to 210ms, AE signals were not present at 0ms (blue curve), but showed marked increase at the start of ultrasound application (red curve at 34ms) before returning to noise level later (black curve at 221ms). Destruction of bubbles by the excitation pulses is clearly seen via the characteristic broadband spectrum of AE signals (Figure 2CE), in contrast to the cases when the same ultrasound exposures were applied without bubbles in the solution (Figure 2BD), or when no excitation pulses were applied with bubbles present (data not shown). The dynamic evolution of the broadband AE (Figure 2E) shows that cavitation lasted for only 15ms after the ultrasound activation since no AE signals were detected beyond 49ms, even though more excitation pulses were applied—indicating rapid and complete destruction of bubbles within the ultrasound focal zone.
Correspondingly, the inward TM current (recorded at sampling rate of 20kHz) of the Xenopus oocyte under voltage-clamp (at −50mV holding potential) exhibited a rapid increase correlated with the increase of AE signals, as shown by the spectral root-mean-square (RMS) calculated from 3 to 11MHz (Figure 2F). Similarly, the TM current also showed no further increase beyond 49ms (Figure 2EF). The change in the BS signals is less pronounced visually; nevertheless, it is evident from the change of the RMS of the signals (Figure 2F). The decrease of BS RMS after the application of the excitation ultrasound (Figure 2F, middle plot) has a time course similar to the AE signals, correlating to the decreased number of scattering bubbles in the focal zone due to bubble destruction by the excitation pulses. The BS RMS shows an initial decrease, because the radiation force of the detection pulses pushed the bubbles out of the focus.
The correlation of sonoporation with cavitation is further demonstrated by the results shown in Fig. 3, wherein the amplitude of the excitation ultrasound was linearly ramped from 0 to 3.74MPa in a period of 21ms. In these experiments, only the AE signals from the collapsing bubbles in the focal zone were detected using passive cavitation detection (no detection pulses were used). Increase of the AE spectral RMS (3–11MHz) (Figure 3B) correlates well with the increased amplitude of the inward TM current (Figure 3C). The initial change of both AE and TM current occurred at ∼41ms (1.33MPa) or 7ms after ultrasound application (at 34ms), reaching maximum at ∼47ms or 13ms after ultrasound activation, in contrast with the immediate increase when constant-amplitude excitation pulses were applied (Figure 3D, also Figure 2F). The delay was due to the low acoustic pressure amplitude early in the ramp. Furthermore, the amplitude of the TM current correlated with AE spectral RMS values, with both quantities higher during ramping exposure than during the constant-amplitude exposure (Figure 3CD). These acoustic pressures are higher than reported values in sonoporation experiments in nonfocal, larger volumes, but this may be related to the scarcity of cavitation and sonoporation events in a small focal volume.
These time-resolved measurements of TM current and AE signals using confocally aligned ultrasound transducers demonstrate for the first time the spatiotemporal correlation of sonoporation with cavitation. Since the detected acoustic signals came from the collapsing bubbles within the overlapped ultrasound focal zone of the detection and excitation transducers, the precision of the correlation is limited by the small but finite volume of the intersection of the ultrasound focus with the cell membrane (Fig. 1, inset).
Helpful suggestions by Ronald Kumon are appreciated.
The work was supported in part by the National Institutes of Health (grant No. R01CA116592).
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