The MSB comparative longevity protocol

In the 2000s, at the MSB of the Royal Botanic Gardens Kew, a ‘comparative longevity’ protocol was established (Newton et al., 2009, Reference Newton, Hay and Probert2014; Fig. 1A), with the aim of applying it across diverse species stored in the MSB, to get an understanding of the variation in seed longevity among MSB accessions and hence prioritise management interventions. There were two parts to the discussions on this comparative longevity protocol: (1) the actual experimental protocol, that is the ageing conditions, sampling times and number of seeds to use and (2) the parameter to consider as the measure of seed longevity. In settling on the ageing environment for the tests, an open storage system was adopted: ageing seeds of different species at the same RH and temperature, so that these factors were the same across species and could easily be maintained for the duration of the storage experiments. Certainly, ageing seeds of different species at the same moisture content would not make sense, since the water activity (or equilibrium relative humidity, eRH) of the seeds would vary depending on the species’ seed oil content (Cromarty et al., Reference Cromarty, Ellis and Roberts1982), that is, it would not be comparing like with like. In terms of the actual RH and temperature adopted for the MSB comparative longevity protocol, first, it was important to be in the moisture range where it is expected that there is a linear relationship between seed longevity and moisture content (see Fig. 1A); 60% RH was chosen as being sufficiently within the range, while ensuring an acceleration of the ageing process, such that it would be possible to collect useful data (i.e. observe a decline in germination) within a reasonable length of time (weeks to months, rather than years). For similar reasons, the ageing temperature of 45°C was chosen, being within established limits to orthodox seed storage behaviour (a predictable decrease in longevity with increase in temperature; Dickie et al., Reference Dickie, Ellis, Kraak, Ryders and Tompsett1990), while also accelerating the ageing process. To ensure that seeds were at the target moisture level when they were placed at the ageing temperature of 45°C, the seeds were initially allowed to take up moisture at 47% RH and 20°C (Fig. 1A).

Fig. 1.

Outline of the standard seed storage experiment protocols used at (a) the MSB (Newton et al., 2009, Reference Newton, Hay and Probert2014) and (b) at IRRI (Hay et al., Reference Hay, Valdez, Lee and Sta. Cruz2019; Lee et al., Reference Lee, Velasco-Punzalan, Pacleb, Valdez, Kretzschmar, McNally, Ismail, Sta. Cruz, Sackville Hamilton and Hay2019, Reference Lee, Kwak and Hay2020). The isotherms showing the relationship between seed moisture content and equilibrium relative humidity were estimated using Cromarty's equation (Cromarty et al., Reference Cromarty, Ellis and Roberts1982). In (a) which is for illustration only, an oil content of 20% was used in the equation; in (b), the isotherm was determined for rice (2.2% oil content). The turquoise region of the isotherm is intended to reflect region II of the isotherm (Bewley et al., Reference Bewley, Bradford, Hilhorst and Nonogaki2013), where there is a linear relationship (within limits) between seed moisture content and longevity (Roberts and Ellis, Reference Roberts and Ellis1989). *Reference samples of a control species were included to make sure the ageing environment was consistent across ‘runs’ which typically involved a number of species. For species’ seeds that were found to be long-lived, with little or no viability loss over the 125 d, ageing was carried out at 60°C (Probert et al., Reference Probert, Daws and Hay2009; Merritt et al., Reference Merritt, Martyn, Ainsley, Young, Seed, Thorpe, Hay, Commander, Shackelford, Offord, Dixon and Probert2014). A number of species were then aged at both ageing temperatures to determine a correction factor that would allow comparison of the data across species aged at the different temperatures.

In discussing the measure of seed longevity to use to compare seeds of different species, it was agreed that the germination data from the storage experiments would be analyzed, as was customary, using probit analysis (e.g. Mead and Gray, Reference Mead and Gray1999), essentially fitting the viability equation,

(1)$$v = K_{\rm i}-\displaystyle{\,p \over \sigma }, \;$$

where v is the viability in probits of the seeds (germination tested upon removal from the ageing conditions) after p days, K _i is the estimated initial viability in probits and σ is the time for viability to fall by one probit (Ellis and Roberts, Reference Ellis and Roberts1980a). The probit analysis, therefore, provides estimates of K _i and σ, both of which could be considered indicators of seed lot longevity. K _i is a seed lot trait, that is a seed lot of any species could have any reasonable value of K _i, while σ varies between species but, at that time, was expected to be constant for all seed lots within a species stored in the same ageing environment (Ellis and Roberts, Reference Ellis and Roberts1980b). Thus, we considered σ to be a better measure of relative longevity of seeds of different species than K _i. Nevertheless, without an understanding of the viability equations or probit analysis, σ as a measure of longevity is rather abstract. Hence, in our discussions, we concluded that it would be better to use p ₅₀, the time for viability to fall to 50% during storage (or the storage/ageing period after which 50% of the seeds would germinate upon removal from storage/ageing sensu stricto), as a more understandable measure, accepting that, since p ₅₀ is directly related to σ through the equation,

(2)$$p_{50} = K_{\rm i} \times \sigma ,$$

if we made sure that all the seed lots used for the comparative longevity experiments had similar, high germination in their last routine seed bank monitoring test, the p ₅₀ values that were determined would reflect σ.

Probert et al. (Reference Probert, Daws and Hay2009) published estimates of p ₅₀ for seeds of 195 diverse species from the MSB collection, all aged using the MSB comparative longevity protocol, and were able to explore relationships between p ₅₀ and climate variables and seed traits. Seeds of some species were found to be particularly long-lived when stored according to the standard MSB protocol; for these species, seeds were placed at 60% RH and 60°C (Probert et al., Reference Probert, Daws and Hay2009). The standard seed storage environment was also used by MSB partners, for example, to understand the relative longevity of seeds of the Australian flora, where long-lived seeds are common and hence ageing at the higher temperature was used for a number of species (Merritt et al., Reference Merritt, Martyn, Ainsley, Young, Seed, Thorpe, Hay, Commander, Shackelford, Offord, Dixon and Probert2014), or of the alpine flora (Mondoni et al., Reference Mondoni, Probert, Rossi, Vegini and Hay2011), and by others (Long et al., Reference Long, Panetta, Steadman, Probert, Bekker, Brooks and Adkins2008; Börner et al., Reference Börner, Nagel, Agacka-Mołdoch, Gierke, Oberforster, Albrecht and Mohler2018). A revised version of the protocol requiring fewer seeds was published by Davies et al. (Reference Davies, Newton, Hay and Probert2016), to identify species producing seeds with a short lifespan.

Adapting the MSB protocol for hermetic storage

It is well known that the availability of oxygen in the environment (i.e. hermetic vs. open storage) can influence seed longevity (e.g. Ibrahim and Roberts, Reference Ibrahim and Roberts1983; Ellis and Hong, Reference Ellis and Hong2007; Schwember and Bradford, Reference Schwember and Bradford2011). What has not yet been established, is the differential effect of oxygen across different species, which clearly might be expected to vary depending on seed composition. In order for our experimental storage conditions to somewhat better reflect those of genebank storage, in considering the relative longevity of different rice accessions and seed lots at the T.T. Chang Genetic Resources Center of the International Rice Research Institute (IRRI), we decided to use hermetic storage, raising the moisture content of the seeds at a lower temperature than the ageing temperature before hermetically sealing inside aluminium foil laminated packets (the same material as those used by the genebank for medium-term storage and for safety duplicate samples) and transferring them to the ageing temperature (Fig. 1B; Hay et al., Reference Hay, Valdez, Lee and Sta. Cruz2019; Lee et al., Reference Lee, Velasco-Punzalan, Pacleb, Valdez, Kretzschmar, McNally, Ismail, Sta. Cruz, Sackville Hamilton and Hay2019, Reference Justice and Bass2020). We assumed that the oil content would be consistent across seed lots (since we were focusing only on rice) and that the equilibrium moisture content–RH relationship would therefore be similar for all the seed lots. Thus, all the seed samples were expected to have similar moisture content and eRH during ageing at the higher temperature. In a genome-wide association study for seed longevity among diverse Indica rice accessions using this hermetic storage protocol, we considered three ‘longevity variables’: K _i, σ and p ₅₀ (equations 1 and 2; Lee et al., Reference Lee, Velasco-Punzalan, Pacleb, Valdez, Kretzschmar, McNally, Ismail, Sta. Cruz, Sackville Hamilton and Hay2019). Interestingly, there was considerable variation in σ and different quantitative trait loci could be found for the three parameters.

We discussed seed longevity phenotyping in relation to rice in Hay et al. (Reference Hay, Valdez, Lee and Sta. Cruz2019), pointing out, that not only did ageing conditions vary considerably between studies, but also the measure of longevity, with the latter often being simply the decline in germination percentage after a period of storage or even, the germination percentage after storage. Given the sigmoidal shape of the survival curve (Fig. 2), it is clear that the germination after storage/ageing is highly dependent on the initial physiological quality of the seeds (i.e. K _i), which as stated above, is a seed lot trait that is highly influenced by the ‘history’ of the seeds during seed development and after harvest. Thus, neither the change in germination nor the germination after storage are acceptable measures of seed longevity. As well as commenting on seed longevity parameters, we also made some recommendations for seed longevity experiments, including to consider whether the results are intended to get a better understanding of relative seed longevity in, for example, a genebank or a warehouse, or even under local farmer storage conditions (Hay et al., Reference Hay, Valdez, Lee and Sta. Cruz2019). Interestingly, the moisture content of the rice seeds in our seed ageing protocol was lower than might be the typical storage moisture content of rice seed lots intended for sowing in many tropical counties, illustrating that it is perhaps more benign than some ‘real’ storage environments, certainly with respect to moisture (see below).

Fig. 2.

Illustration of how different definitions of p ₅₀ would influence the estimate of seed longevity. In (a), the horizontal line is at 50% and p ₅₀ is estimated as the time when the respective survival curves cross this line. It is also possible to see in (a), how p ₅₀ would separate seed lots more than, for example, p ₈₅ (time for viability to fall to 85%). Note, the yellow survival curve is an example where there is a prolonged initial plateau phase before germination percentage declines. For data where there is a plateau phase (not necessarily as prolonged as this), probit analysis should be applied from the last observation with maximum germination (see also Hay et al., Reference Hay, Mead and Bloomberg2014). The length of the plateau phase is then indicated by the magnitude of K _i (equation 1). In (b) the survival curves are the same, but the respective dashed lines and arrows, show how the estimate of ‘p ₅₀’ would vary if defined as the time to half-initial viability. Since the initial viability is similar for the five curves, the p ₅₀ estimates are not very different from those estimated in (a). However, if there is greater variation in initial viability, or if the seeds show some dormancy which is released during storage (c), the estimates of ‘p ₅₀’ if defined as the time to half-initial viability would vary more. It can also be seen in (c) how, if there is a dormant seed lot and ‘p ₅₀’ is defined as the time to half-maximum viability, the time when a sample is removed from storage (circles) could influence the estimated value.

More on p ₅₀

As described above, in a lot of the literature where the MSB comparative longevity protocol has been used, the time for viability to fall to 50% (p ₅₀; equation 2) has been used as the measure of seed longevity (Probert et al., Reference Probert, Daws and Hay2009; Mondoni et al., Reference Mondoni, Probert, Rossi, Vegini and Hay2011; Merritt et al., Reference Merritt, Martyn, Ainsley, Young, Seed, Thorpe, Hay, Commander, Shackelford, Offord, Dixon and Probert2014). Even when post-storage germination data is analysed using other methods, p ₅₀, again, usually defined as the time when germination upon removal from storage/ageing environment has fallen to 50%, has also been determined (e.g. Walters et al., Reference Walters, Wheeler and Grotenhuis2005). Indeed, some of the earlier literature modelling seed longevity, used the ‘mean viability period’, defined as ‘the point on the time scale at which the survival curve intersects the 50% level of germination’, as the measure of seed longevity (Roberts, Reference Roberts1973).

However, some authors have used a p ₅₀ defined as the time when viability (post-storage germination) is half that of the initial or maximum germination (Fig. 2; e.g. Mira et al., Reference Mira, Estrelles, González-Benito and Corbineau2011; Tausch et al., Reference Tausch, Leipold, Reisch and Poschlod2019). Indeed, a viability threshold that is a proportion of the initial germination is referred to in the FAO Genebank Standards for Plant Genetic Resources for Food and Agriculture (FAO, 2014). As discussed elsewhere (Hay and Whitehouse, Reference Hay and Whitehouse2017), from a genebank management perspective, this is problematic for a number of reasons, including the fact that the initial germination is only ever an estimate of the viability of a seed lot and germination is often seen to increase due to dormancy loss in the initial stages of storage, before decreasing (Chau et al., Reference Chau, Chambers, Weisenberger, Keir, Kroessig, Wolkis, Kam and Yoshinaga2019; Hay et al., Reference Hay, Whitehouse, Ellis, Sackville Hamilton, Lusty, Ndjiondjop, Tia, Wenzl, Santos, Yazbek, Azevedo, Peerzada, Abberton, Oyatomi, de Guzman, Capilit, Muchugi and Kinyanjui2021). Another reason is because it means a seed lot may have quite low viability (e.g. 76.5% in the case of a seed lot with an initial germination of 90%) and already have reached the part of the survival curve where there is a faster decline in percentage germination before regeneration is triggered, meaning that there is a greater risk of losing alleles from the accession due to low seed lot viability.

A measure that is a proportion, for example, 0.5 (50%) of the maximum observed germination, which would perhaps be better indicated as, for example, p _max/2 or p _0.5max, is also not ideal, since maximum germination may not occur at the start of storage, and hence may be lower than the maximum viability of the seeds, in effect extending the time when ‘p ₅₀’ is observed (Fig. 2C). Tausch et al. (Reference Tausch, Leipold, Reisch and Poschlod2019) justified their use of p ₅₀ defined as time to half-initial viability since Walters et al. (Reference Walters, Wheeler and Grotenhuis2005) used this definition “For the few species with initial germination percentages <70% … ”. However, as stated above, defining p ₅₀ as the time when viability is halved is questionable since it is so dependent on the initial germination result (Fig. 2C), which can be affected by so many factors that it is difficult to control them all and have seed lots that are worth comparing. It is also not a ‘half-life’, in the sense that, due to the shape of most fitted survival curves, the expected time taken for viability to fall from, for example, 80 to 40% is not the same as the time for viability to fall from 40 to 20%.

Substituting any probit-viability value for v in equation 1, estimates of longevity, p_x, as the time to reach percentage viability, x, could be estimated (and ideally in the statistical software, so that the error for the estimates is also calculated based on all the germination data). For example, for p ₅₀, 50% is equivalent to 0 probits (equation 2); for p ₈₅, 85% is equivalent to 1.036 probits; for p ₂₅, 25% is equivalent to −0.674 probits, etc. When a number of seed lots are being compared, for example, from different species, using p ₅₀ as the measure of seed longevity is likely to give greater separation of seed lots than p ₈₅. Using percentages <50% may be more relevant when the initial viability of one or more seed lots being compared is so low, that the estimate for p ₅₀ would be negative and therefore difficult to use in further analyses. This may be more relevant when comparing seed lots from within a species for which variation in σ is relatively small, for example, when comparing the effect of harvesting at different times or adopting different post-harvest protocols (Hay et al., Reference Hay, Timple and van Duijn2015; Whitehouse et al., Reference Whitehouse, Hay and Ellis2015), than for comparing species, where we would still recommend using seed lots with similar high germination.

Relating the results of seed comparative longevity experiments to ‘real-life’ storage conditions

A related question to ‘how should we measure seed longevity’ that is often posed, is ‘are the results meaningful in understanding longevity in real-life or “natural” storage environments?’ Indeed, perhaps this corollary question is partly why the original question has not been resolved: on paper, ageing seeds at 45°C and 60% RH seems very different from storage under genebank conditions, or in warehouse storage, or even to the conditions seeds experience in the soil, where ‘persistence’ is the ecological equivalent of longevity, and dependent on other factors than simply water, temperature and gaseous environment (Long et al., Reference Long, Panetta, Steadman, Probert, Bekker, Brooks and Adkins2008; Carta et al., Reference Carta, Bottega and Spanò2018). As described above, the conditions chosen for the protocols already described are within the limits where we expect the effects of changes in seed storage moisture content (or eRH) or temperature to be continuous (Ellis and Roberts, Reference Ellis and Roberts1980a; Dickie et al., Reference Dickie, Ellis, Kraak, Ryders and Tompsett1990). That is, we expect a seed lot with greater longevity according to the results of protocols described in Fig. 1, to also have greater longevity in genebank or controlled environment/temperate climate warehouse storage. Nonetheless, we will not be certain that the results from laboratory storage experiments are dependable until we do the experiments where samples of genebank seed lots are subjected to a storage experiment before the bulk is put into genebank storage (Bradford and Bello, Reference Bradford, Bello, Buitink and Leprince2022). The method for such pre-tests could be as described in Fig. 1B.

We would not expect the results from comparative longevity experiments at 60% RH to necessarily correlate well with storage in an environment with very high humidity (i.e. >80% RH), where the seeds are above the high moisture content/eRH limit to continuous relations (Roberts and Ellis, Reference Roberts and Ellis1989) and therefore, if oxygen is available, repair and recovery from ageing-induced damage might occur. This is also elaborated on in Hay et al. (Reference Hay, Valdez, Lee and Sta. Cruz2019). The same reasoning can be applied in relation to soil seed bank persistence, that is we would not expect longevity in the soil seed bank to correlate with longevity based on comparative longevity storage experiments, though Long et al. (Reference Long, Panetta, Steadman, Probert, Bekker, Brooks and Adkins2008) did find a weakly significant correlation between longevity determined using the MSB comparative longevity protocol and persistence.

A related concern, is whether p ₅₀ is the best measure of longevity for real-life situations, not least since both genebanks and seed companies are likely to have a very much higher quality standard than 50% viability. As stated above, using time to 50% germination as the measure of longevity is likely to provide greater differentiation of seed lots, also since the standard error associated with estimates of p ₅₀ is lower than it is for other percentage values. This is even more important when the amount of data available to fit the survival curve is low – which is often the case for ‘real’ genebank data from routine viability monitoring (Hay et al., Reference Hay, Whitehouse, Ellis, Sackville Hamilton, Lusty, Ndjiondjop, Tia, Wenzl, Santos, Yazbek, Azevedo, Peerzada, Abberton, Oyatomi, de Guzman, Capilit, Muchugi and Kinyanjui2021).

It should be emphasized, that the p ₅₀ (or other p_x) from a seed storage experiment cannot be directly used to predict longevity in a different storage environment (e.g. genebank storage) unless the viability equation parameters have been solved (in which case, we can only consider hermetic storage) and are constant within a species, which is not what we found among diverse Indica rice accessions (the estimate of σ in equation 1 varied even though the seeds were stored in the same ageing environment; Lee et al., Reference Lee, Velasco-Punzalan, Pacleb, Valdez, Kretzschmar, McNally, Ismail, Sta. Cruz, Sackville Hamilton and Hay2019). Nonetheless, estimates of p ₅₀ from storage experiments carried out on samples of seeds at the same time as when the bulk seed lot is put into storage can be used to adjust monitoring intervals, such that they are shorter for seed lots with lower estimates of p ₅₀, or even postponed for seed lots with high estimates of p ₅₀ until those with low estimates have reached the viability threshold.