All ideas, proposals, and opinions in this paper are our own, and expressly not those of the Federal Communications Commission (United States) or any Commissioners or staff.
Introduction: Growth of the Space Situational Awareness Sector
Orbital space is an economically and socially valuable resource that provides an array of orbital satellite services for consumers, businesses, scientists, and governments.
Earth orbit satellites derive commercial value from their use in agriculture, business and finance, internet services, mobile communications, remote detecting and monitoring, global positioning services (GPS), and broadcasting, among others. Estimates of worldwide commercial satellite sector revenues from 2012 to 2020 are given in Figure 1. [2]
![Chart, bar chart
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The social value of orbital satellites derives, in part, from the collection of various types of environmental data relating to the earth's surface and atmosphere - data which help scientists monitor and better understand the evolving terrestrial environment. Indeed, national space and environmental agencies depend on orbital satellites to gather critical (often unique) data on landmasses, oceans, polar regions, and atmospheric conditions, among other things. These data are often combined with terrestrially gathered data and are used to inform a variety of environmental policymakers and environmental agencies, among others.
When satellites are launched and undertake missions in orbital space, they create pollution in the form of orbital debris, which damages and periodically destroys other satellites. National entities that use orbital space pledge to follow voluntary guidelines for reducing orbital debris, but many do not comply. This noncompliant behavior, along with an exponentially-increasing number of satellites in orbital space, causes the density of debris fields to increase, making it more likely that other satellites will be damaged or destroyed. The limiting case of this process is referred to as a “collisional cascade,” a scenario in which one destructive collision produces additional destructive collisions in a cascading fashion, potentially rendering orbits unusable for centuries, or longer.
Some Characteristics of Orbital Debris
Orbital debris is a negative externality generated by the upper stages of expended launch vehicles and by the satellites themselves, both as they reach the end of their productive lives and break up and as the result of impact with debris or with other satellites.
All else being equal, a collision with a piece of debris greater than 10 cm (about the size of a smartphone) will destroy a satellite and generate significant amounts of additional highly damaging debris. Debris smaller than 10 cm but greater in size than 1 mm (about the size of a grain of rice) can result in mission-ending damage to a satellite, and debris less than 1 mm in size will result in “degradation damage”. Even submillimeter-sized debris poses a threat.
Orbital debris has degrees of persistence in orbital space: a few days if the debris is less than 200 km (125 miles) above the earth's surface; a few years if it is between 200 and 480 km (125-370 miles); decades if it is between 480 and 800 km (370 and 500 miles); centuries if the debris is greater than 800 km (500 miles); and essentially forever if the debris is at greater altitudes, especially as one approaches geostationary satellite altitudes. Thus, at low altitudes (<200 km), space is quickly self-cleansing; however, peak debris density in low earth orbit occurs at 885 km, which suggests centuries would pass before the region self-cleans, assuming no additional debris is added during that time.
The first users of orbital space were the Soviet Union (Russia) and the United States (in 1957 and 1958, respectively) as they had both the technological knowledge and material resources to launch objects into orbit. Before the launch of Sputnik in 1957, resource and property rights over orbital space were global, and orbital space was, in effect, a vast open common. Shortly after the Sputnik launch, orbital rights were largely assumed and administered by the United States and the Soviet Union via the United Nations. Since then, technologically capable states (primarily the United States, Russia, China, Japan, India, and the European Union) have pursued their national self-interest in orbital space, and orbital rights have evolved into a complex blend of national, quasi-private, and international property (more-or-less in that order).
Of course, initially, orbital space was not crowded with satellites or anthropogenic pollution, but since the time of these first launches, much has changed. The technical skills to launch satellites have become widely diffused, the costs of launching satellites are falling at an increasing rate, and commercial and military interests have intensified. Importantly, orbital debris is growing at an increasing rate, as orbital space is currently on the cusp of the “industrialization” stage of development with the advent of so-called “mega-constellations” of many thousands of new satellites in low Earth orbit. Figure 23 presents the growth of radar-trackable objects (satellites, rocket bodies, and orbital debris) in low earth orbit since 1957.
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Complicating the orbital debris problem is the periodic intentional destruction of satellites in orbital space, driven by military rivalry or the desire to protect military secrets. Indeed, it is no secret that spacefaring nations use orbital space for military purposes. Many of the activities undertaken in orbital space are integral to national militaries, and their diminishment, intentional or otherwise, has an asset value to competing national militaries. The intentional destruction of the Fengyun-1C satellite by the Chinese in 2007 can be interpreted in this light as implying that orbital space is (1) currently not as valuable to us as it is to you, and (2) we know how to make conditions worse. Military rivalry, signaling behavior, and value asymmetries of this sort are a complicating factor for users of orbital space.
Orbital Debris and Climate Change: International Free-Riding is the Key Problem
The fact that orbital debris has a single unambiguous cause-and-effect mechanism (satellites are launched, debris gets created) implies less complexity (and less misinformation) about the sources and nature of the problem, compared to that experienced with anthropogenic climate change. In other words, maybe there is a somewhat simpler economic solution to the orbital debris problem because there are fewer “moving parts” and uniform scientific convergence on cause-and-effect. Indeed, this has been the case with at least some individual types of terrestrial pollution. For example, some terrestrial pollution has unambiguous single-source elements that are addressed in a relatively straightforward fashion, such as SO2 cap-and-trade markets in the United States. So, why not replicate this or similar architecture for orbital debris? This is likely an appealing initial take for economists because mechanisms such as cap-and-trade have attractive features that harness prices and market forces to internalize externalities and incentivize technological progress.
Unfortunately, things are not quite this simple, because non-harmonized national approaches do not add up to a workable international approach. International climate agreements, including the Kyoto Accord and the Paris Agreement, fell short of expectations because they did not solve the “free-rider” problem. In each case, many nations voluntarily committed to undertake large reductions in emissions but did not follow through on these voluntary commitments. These failures suggest that voluntary targeted emission reductions do not provide sufficient economic incentive for nations to reduce emissions to target levels. In short, the free-rider problem cannot be overcome unless agreements are binding, and there are incentives and disincentives that induce the parties to take actions that yield socially efficient outcomes.
Similar to terrestrial climate change, the effects of lax international stewardship of orbital space range from modest to catastrophic - there is uncertainty over how the orbital environment will evolve - but among the possible outcomes are ones where a great deal of economic and scientific value is destroyed, with serious costs and consequences for terrestrial life. These costs would be distributed well beyond the advanced nations that deploy satellites and benefit most from their use, although the cost to these nations would be enormous. Less wealthy, non-spacefaring nations also rely on the services provided by satellites for cell phones, internet access, and a wide range of other valuable uses, and many of these poorer nations have fewer and arguably less-efficient substitutes in the event of a discontinuity.
Current Orbital Debris Remediation Policy
Voluntary guidelines will not resolve the issue of orbital debris because, as reflected in the similar context of climate change, voluntary participation is subject to the free-rider problem. According to the voluntary guidelines governing orbital space, users are expected to de-orbit their satellites within 25 years after the end of their useful life. However, the European Space Agency reports that the de-orbiting compliance rate with the United Nations debris mitigation guidelines is currently below 45% for objects larger than 10 kg in mass. Compliance rates by satellite mass are shown in Figure 34. Moreover, NASA reports that de-orbiting compliance rates have averaged only 20% to 30% over the last decade. It is important to note that current guidelines actually contain valuable guidance on how to maintain a safe environment in orbital space. They are, however, ineffective in controlling the debris problem, just as voluntary guidelines cannot and will not solve the CO2 problem.
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)
Many policymakers and government organizations appear to favor one particular proposed form of technology-driven debris remediation, called “active debris removal”. Proponents of active debris removal suggest that removing “key” large pieces of debris in important orbits will substantially improve the environmental health of orbital systems and reduce the probability of collisions. Given that it is possible to identify the most dangerous extant pieces of orbital debris, why not simply remove them?
First, a proven civil technology for active debris removal does not exist, although some nations and organizations are actively promoting its development. Importantly, active debris removal research and development by any individual economic actor or nation will be subject to the free-rider problem, which will, at a minimum, delay development. What entity is willing to independently bear the costs of cleaning up others' orbital pollution and capture only fractional benefits for itself? Moreover, active debris removal systems are “provocative” in that they can be “dual-use”; that is, a technology that can safely retire an expended rocket body can also retire an adversary’s active satellite (fleet). International cooperation, perhaps along the lines of that achieved in constructing and operating the International Space Station, may be essential in successfully deploying these technologies.
Second, even if a functional debris removal technology exists in practice, removal of these dangerous nationally identifiable large trackable pieces would be subject to the permission of the nation or state that owns the debris (the majority of the most dangerous pieces are Russian), and these permissions would require negotiation. Why? Because satellites and rocket technology are proprietary, and nations and firms want to protect their military assets and commercial trade secrets from others, just as they do in a terrestrial setting. Thus, having a third party inspecting, manipulating, or de-orbiting these technologies is a major hurdle to overcome.
In fact, sequestering orbital debris by deorbiting via active debris removal would be helpful - analogous to planting vast forests to capture CO2 - but reducing the rate of growth in the total quantity of debris needed to maintain a sustainable orbital environment over the long term is paramount. The current voluntary international policy framework will not achieve this outcome.
A Policy Proposal
Meaningful CO2 abatement has been difficult to achieve due to disagreements over the correct price of carbon, the appropriate price mechanism for CO2 markets, weak international incentive structures, and follow-on free-riding by individual nations. There is agreement among economists that penalties for noncooperation and rewards for cooperation are needed to induce agreement, bind participation, and eliminate free-riding. Indeed, some (e.g., William Nordhaus) have proposed establishing an international “climate club,” where members reap benefits that make participation self-reinforcing, while punishing nonmembers with economy-wide tariffs. In fact, this sort of climate club structure has received recent political support in the European Union. This type of approach may well be useful in addressing orbital debris. Orbital pollution is analogous to human-produced CO2, in terms of the increasing economic and social costs of environmental damage over time and the difficulty in binding nations to international agreements that ensure abatement. Because orbital satellites are vital to monitoring terrestrial conditions and provide unique data on the current state of the global environment, we suggest there is a natural linkage between them, and thus it may be appropriate to include orbital space in terrestrial climate change negotiations. Although this might complicate climate change negotiations, we suggest it could also usefully expand the overall bargaining space, providing new opportunities for agreement. Moreover, even if these combined negotiations were to fail, there are international benefits to be derived from such an attempt.
The benefits of international trade are well-known for their contributions to economic efficiency. Differential opportunity costs of production generate a comparative advantage. When countries specialize in producing products and services for which they have a comparative advantage (i.e., a lower opportunity cost of production), trade unlocks mutual gains that are enjoyed by trade partners. The idea for a combined market for CO2 abatement and debris abatement exploits just such a framework. In this combined market, nations can specialize and trade abatement credits within this larger, combined framework. This unified abatement framework gives nations greater flexibility in terms of abatement specialization, while promoting economic efficiency in not just one, but rather two areas of compelling environmental need. This framework is fully explicated in Adilov et al. (2022).
While including negotiation of orbital pollution may complicate terrestrial climate change negotiations, the effort is worth expending due to its potential benefits. Even if agreement on orbital pollution cannot be reached in this broader framework, greater awareness among policymakers and the international public community about the use of orbital resources and the nature and extent of orbital pollution will cultivate a better general understanding of the value of orbital assets. This may be helpful in promoting future negotiations. In short, efforts toward effective remediation of international problems typically require a broad international understanding of the issue, and a greater general appreciation of how orbital space is related to terrestrial life will be a valuable ally. This is by no means a guarantee that serious efforts will be undertaken, but we can be reasonably sure they will not, absent these types of efforts.
References:
[2] Adilov, Alexander, and Cunningham. 2022. “Understanding the Economics of Orbital Pollution Through the Lens of Terrestrial Climate Change,” Space Policy, Volume 59, paper 101471.