Cryopreservation and Banking of Tissues
Tissue Architecture
For the cryopreservation of isolated cells, we were just concerned with
the response of individual cells that were suspended in an extracellular
solution. The freezing process was assumed to follow the phase diagram
of the solution since there were no structures to affect ice growth.
Since we only had a single cell type, the response of the cells was
assumed to be identical, with appropriate allowance for variation within
a population (e.g. cells of different size, in different parts of the
cell cycle, etc.). With tissues the situation is complicated by the
presence of different cell types (that may respond quite differently to
identical freezing and thawing conditions) and the presence of
extracellular structure (matrix) that can affect the freezing process as
well as the cellular response (the cells are attached to this matrix).
Before looking more closely, perhaps we should define what we mean by a
tissue.
A biological tissue is an association of cells of a multicellular
organism, with a common embryological origin as well as a similar structure and
function. Often, cells of a tissue are contiguous at the cell membranes
but it can also be fluid, e.g. blood. There is often a particular extracellular
matrix that is associated with a tissue. The cells of a tissue can all be
of the same type or of several types.
This definition can be compared to that of an organ. An organ is
the functional and anatomical unit of multicellular
organisms (i.e. organisms are constructed out of organs). An organ is
constructed out of at least two tissue types (often more) that are
integrated in such a way as to perform at least one recognizable
function in the physiology of the organism.
Penetration of Cryoprotectants
The first problem that has to be addressed is that the tissue has a
volume associated with it. It is composed of cells, matrix, and an
aqueous solution. Most tissues have a water content of about 80%, and
this must be taken into consideration when designing a cryopreservation
protocol.
The addition of a cryoprotectant is made more difficult by this extra
volume, as it usually must penetrate, and equilibrate, with the cells to
provide the maximal protective effect. This means that the
microenvironment surrounding each cell must first equilibrate with the
cryoprotective additive, and then the cell must become equilibrated
(usually the former step is rate-limiting). For small tissues, this is
usually accomplished by immersing the tissue in a solution containing
the appropriate concentration of cryoprotectant, although with highly
vasularized tissues, it may be preferable to use vascular perfusion to
speed up the process. If the tissue is 80% water, and 1 ml of tissue is
placed in 1 ml of a 1M DMSO solution, then the final concentration of
DMSO in the tissue will be closer to 0.5M due to the dilution by tissue
water. The volume of tissue must be taken into account when designing
these procedures.
The kinetics of cryoprotectant addition need to be considered as well.
One method that has been used to successfully measure the kinetics of
CPA permeation is 1H-NMR. The concentration of CPA in the
tissue is measured by looking at the absolute magnitude of the NMR peak
from protons on the CPA and comparing that with the absolute magnitude
of the water peak.
An example of this methodology is the measurement of DMSO uptake by
articular cartilage. This is the tissue that allows a near-frictionless
surface in the articulating joints and also distributes loads between
the bones viscoelastically. A simple cross-section shows the tissue
architecture of articular cartilage:

Fig. 9.1.1
The cartilage was placed in a solution of DMSO and
allowed to sit for a certain amount of time. A piece was then removed
and placed in D2O and left to equilibrate. An aliquot of the
D2O was then placed in an NMR machine to integrate the peaks
from the methyl groups and water. Since there are 6 protons on DMSO and
2 protons on water (and the integral of an NMR peak is proportional to
the number of protons contributing to the peak), then the ratio of DMSO
molecules to water (X) can be calculated as: