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The data elements are the building blocks upon
which analysis and policy-making around school facilities rely. However,
if public officials, facility managers, and planners are to make informed
decisions and effectively communicate the needs of school facilities
to the public, the hundreds or even thousands of data elements maintained
on a district's school facilities must be translated into usable information.
By "telling the story" of the inventory, condition, design, utilization,
management, and funding of school facilities, measures constructed
from these elements enable decision makers to evaluate whether school
facilities adequately meet the educational needs of students and whether
these facilities are equitably distributed throughout the district.
The measures in this chapter are syntheses of data elements that
help communicate complex situations and conditions. Like data elements,
the measures that are used to analyze school facilities must be
unambiguous and uniformly defined. This chapter provides a more
detailed explanation of a few key measures, including how they are
calculated and how they are used.
Statistics that describe the condition of a school facility are
used by planners, architects, engineers, school facility managers,
and the public to understand and compare the mechanical, structural,
and environmental condition of school facilities. The two most commonly
cited measures of school condition are building age and a facility
condition index, which compares the cost to fix current building
deficiencies with the cost to replace a building.
Functional
Age
"The average age of our nation's school facilities is 40 years"6
is an oft-repeated truism that suggests that thousands of obsolete
or run-down schools are in need of replacement or modernization.
However, age alone, as defined by the year built, is a poor indicator
of condition. Many of our finest civic and educational buildings
are over 50 years old, and it is not uncommon to find 100-year-old
schools in excellent condition and 20-year-old schools in poor condition.
While the initial design and quality of construction, as well as
basic maintenance over the years, contribute to the difference,
more often than not, older schools that are in excellent condition
have undergone a modernization program.
Functional age is an indicator used to address the imperfect correlation
between the actual age of a school building, which reflects the
date it was originally designed and built, and the condition of
the school, which may have been altered considerably by major improvements.
For a school that has never been fully modernized, functional age
is measured from the year it was built; for a school that has undergone
a full modernization, functional age is measured from the date of
the most recent modernization. A full school modernization is when
all major building systems and components have been replaced or
upgraded to like new and the school has been modified, if appropriate,
to support current educational programs and practice.7
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The
Facility Condition Index is a valuable tool for comparing the condition
of schools.
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Facility
Condition Index
The Facility Condition Index (FCI) is a standard tool used by
architects, engineers, and facility planners to compare the condition
of school facilities and determine whether it is more economical
to fully modernize an existing school or to replace it. This is
a nationally recognized standard that has been adopted by the National
Association of College and University Business Officers (www.nacubo.org)
and the Association of Higher Education Facilities Officers (www.appa.org).
The index is computed as a ratio of the total cost to remedy identified
deficiencies to the current replacement value of the building as
illustrated in Formula 1.
Formula
1 |
Facility
Condition Index
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Facility Condition Index (FCI) =
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Cost
to Correct Deficiencies
Current Facility Replacement Value
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For example, if the cost to fully modernize a school is estimated
to be $8 million and the cost to replace the school is $12 million,
then the Facility Condition Index is .66. If the FCI of a school
is greater than 1, it may be more cost-effective to replace it rather
than modernize it.
The FCI is a valuable tool for comparing the condition of schools
provided the replacement value is calculated in the same way for
each building and the deficiency estimates are done using comparable
standards. Estimates of costs to correct deficiencies and of replacement
value are very susceptible to manipulation by architects, planners,
contractors, and facility managers. If there is a desire to replace
a school, the replacement value can easily be underestimated and
the cost to correct deficiencies can be overestimated.
In order to calculate the FCI, it is first necessary to identify
a building's deficiencies. The three major types of building deficiencies
are life-cycle, maintenance, and site deficiencies.
Life-Cycle Deficiencies
A life-cycle deficiency exists when a system, component, finish,
fixture, or piece of installed equipment is in use beyond the recommended
life of the item, as established by the manufacturer or school district
standards. A life-cycle deficiency is recognized even though the
system or equipment may still be functioning effectively. For example,
until recently, some New York City Public Schools were heated by
coal-fired boilers that had far exceeded their recommended life.
Maintenance Deficiencies
A maintenance deficiency, usually referred to as "deferred maintenance,"
exists when a system, component, fixture, or piece of equipment
is nonfunctional or operates at less than optimal levels. The equipment
may require minor maintenance, more extensive repair, or replacement.
The age of the equipmentthat is, whether it has exceeded its
recommended life cycleis not a consideration in determining
deferred maintenance.
Site Deficiencies
Deficiencies in school sites include both "natural" deficiencies
and those resulting from problems with site design or condition.
Examples of natural site deficiencies include inadequate
size, the presence of wetlands or rocky terrain, radon or other
naturally occurring chemical pollutants, and inability to perk.
Site design deficiencies might include inadequate parking,
no student drop-off area, a poor approach to the front entrance,
no city sewer or water hookups, and lack of road access. Examples
of site condition deficiencies would be fencing, retaining
walls, sidewalks, or blacktop in poor condition.
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The standard used to measure facility condition is the price to repair the
faulty equipment or site.
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Calculation
of Cost to Correct Deficiencies
Although the condition of equipment and facilities is typically
measured in terms of "good, fair, and poor," aggregating these measurements
would require a complex (and highly subjective) weighting formula.
To alleviate this difficulty, the standard used to measure facility
condition is the price to repair the faulty equipment or site. Thus
the cost to correct deficiencies (the numerator of the Facility
Condition Index equation) equals the estimated total costs to repair
all life-cycle, maintenance, and design deficiencies.
Calculation
of Replacement Value
Replacement value (the denominator in the FCI equation) is the
cost to replace an existing structure with a new structure of the
same size at the same location. Interior design and construction
materials of the existing and proposed buildings may be different.
The replacement value is calculated as in Formula 2.
Formula
2 |
Replacement
Value
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Replacement
Value = |
Gross square footage
of existing building
X Estimated cost / square foot to design and build a new school
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Design indicators do not address the facility condition, but rather the size, type, and location of spaces in schools.
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Building design determines the ability of a school building to accommodate
the educational, administrative, support, and nonschool or community
activities and programs provided by the school. It is described here,
but is not amenable to simple calculation formulas. Design indicators
do not address the facility condition, but rather the size, type,
and location of spaces in schools. To determine whether a building
is designed to support a school's educational program requires space
standards, which may be set by a state agency or developed at the
district level. For example, the Council of Education Facility Planners
International (CEFPI) has a set of K-12 facility standards that provide
a somewhat standardized framework for types of spaces and space sizes
in a school. (Chapter 5 includes web addresses for CEFPI and other
resource organizations.)
Before building space standards can be developed, the programmatic
and instructional elements of a school need to be defined. Some
examples of program factors that affect facility design include
the presence of early childhood programs, scheduling decisions at
the high school level, the level of integration of English as a
second language (ESL) programs, the extent of career and vocational
educational programs, and the use of technology in instruction.
Once the programmatic and instructional requirements are defined,
a comparative analysis can be done of the size and nature of the
spaces available and the school facility space or design standards.
A design deficiency exists when a building, regardless of its
condition, is unable to meet the space or operational standards
of the state or school district without modifying or adding space.
Examples of design deficiencies include the following:
- inappropriate building sizea school may be too big (or
too small) for its educational program or enrollment;
- inability to accommodate persons with physical disabilities;
- lack of specialized instructional areas for programs such as
early childhood education, science, career/vocational education,
art, music, or physical education;
- lack of common spaces to accommodate large groups such as a
gymnasium, auditorium, cafeteria, or multipurpose room;
- inability to use or integrate technology into administration
or instruction due to a lack of supporting infrastructure; and
- inability to apply modern security technology.
One of the primary responsibilities of a school district is to
"house" students. If enrollments are growing, school districts need
to plan for construction of new schools or additions to existing
schools. If enrollments are shrinking, school districts need to
reduce their school inventory, consolidate programs, lease out unused
space, or close schools. Before policy makers can determine whether
a school district needs to build (or close) schools, they need information
on how schools are being utilized.
Finding out how a school is being used requires a room-by-room
survey that reports how each room or space is used and the hours
it is used. Such a survey may reveal that support spaces have been
turned into classrooms, or that classrooms have been turned into
support spaces. For example, perhaps an elementary school library
is being used by a nonschool agency, occupying space originally
intended for students.
School Utilization Rate
A school utilization rate gives facility planners, public officials,
and the public a way to understand the extent to which buildings
are used by comparing actual student enrollment to enrollment capacity
of the school. If a school has a capacity of 450, and 500 students
are enrolled, the utilization rate is 111 percent. Formula 3 illustrates
the calculation of the School Utilization Rate.
Formula
3 |
School
Utilization Rate
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Actual School Utilization Rate =
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Student
Enrollment
Enrollment Capacity |
X
100% |
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Enrollment capacity is also calculated differently in different types of
schools.
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Enrollment
Capacity
Since school utilization rates are used to determine overcrowding
and underutilization, it is important to understand the term enrollment
capacity. It describes the maximum number of students that a
school building can satisfactorily accommodate at one time for the
particular educational program and curriculum offered. Typically,
enrollment capacity is guided by state law, teacher contracts, and
the classroom assignments of the principal. Factors that determine
enrollment capacity are the number of classrooms in a school and
the number of students who can be assigned to each classroom. The
number of students assignable to a classroom varies by grade level
and by the type of instruction being offered. For example, high
school classrooms typically are designed to accommodate more students
than elementary school classrooms. Also, fewer students would be
assigned to a science lab than to a social studies class.
Enrollment capacity is also calculated differently in different
types of schools. In a high school, both basic classrooms and specialty
instructional spaces (such as art or music rooms) are counted toward
capacity because regular classrooms are not left unoccupied while
students get art or music instruction. Thus the formula for determining
secondary school capacity is the sum of capacity for each type and
number of classrooms multiplied by an optional utilization rate,
which may range from 75 percent to 90 percent. An optional utilization
rate recognizes the impossibility of scheduling classes so as to
fully utilize every classroom every period. For example, an advanced
science classroom may be able to accommodate 20 students, but there
may be only 16 students in the 5th period class. Even if some other
classes are over-capacity, the actual school utilization rate is
never over 100 percent.
Enrollment capacity for a secondary school is calculated as the
sum of the standard class size assigned to each type of classroom
in the school times the number of classrooms of this type. Thus
the capacity of two identical school buildings could be different
if they offer different types of programs or are subject to different
capacity limitations set by state law or teacher contracts. The
calculation of secondary school capacity is illustrated by Formula
4.
Formula
4 |
Secondary
School Enrollment Capacity
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Secondary
School Capacity = |
Sum of (Number
of all classrooms
X Students assignable to each type of classroom)
X Optional utilization rate |
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In an elementary school, specialty instructional spaces are not
counted in the calculation of capacity space since regular classrooms
remain empty while classes are receiving instruction in the art
room or music room. Enrollment capacity then is based on the standard
class size assignable to each type of basic classroom in the school
(for example, a prekindergarten room will have fewer students assignable
to it than a 6th grade classroom, regardless of the rooms' actual
sizes), not counting specialized classrooms. Moreover, a utilization
rate is not applied. The calculation of enrollment capacity for
an elementary school is illustrated by Formula 5.
Formula
5 |
Elementary
School Enrollment Capacity
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Elementary
School Capacity = |
Sum of (Number
of basic classrooms
X Students assignable to each type of classroom) |
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Instructional spaces that generate capacity for enrollment are
considered capacity space while all other rooms and spaces within
a school building are considered noncapacity, or unassigned, space.
Even though noncapacity spaceincluding hallways, stairwells, cafeterias,
playgrounds, parking lots, teacher work areas, storage rooms, restrooms,
etc.is not considered in the determination of enrollment capacity,
it cannot be ignored when determining the adequacy of a facility.
For example, the sizes of the existing cafeteria and hallways need
to be considered when adding a wing with new classroom space.
Density
Factor
Density factors are another way of comparing schools for overcrowding
or underutilization. While utilization rates compare enrollment
capacity to actual enrollment, the density factor compares the standard
gross square feet of building space per student, as established
by an educational specification space standard, to the actual amount
of gross square feet of building space per student. There are no
universal standards for how much space should be allotted for each
student in a school. Rather, space standards vary according to the
instructional program, school design, grade levels, and budget.
The density factor is calculated as in Formula 6.
Formula
6 |
Density
Factor
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Density Factor =
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Standard
Gross Square Feet per Student
Actual Gross Square Feet per Student |
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If school district or state department of education guidelines
indicate that a standard elementary school facility requires 115
gross square feet per student, an elementary school with 78 gross
square feet of space per student has a density factor of 1.47. Another
elementary school of the same size with fewer students, resulting
in 140 gross square feet per student, would have a density factor
of .82. A density factor of 1 indicates that a school has the density
recommended in the guidelines.
Unassigned space that is not reflected in the calculation of enrollment
capacity is counted when calculating the density factor. For example,
one school may have 12 classrooms (each of which can accommodate
25 students), a lunchroom, and a main office adding up to a school
capacity of 300 students. Another school has 12 classrooms of the
same size (with 25 students assigned to each classroom), but also
has a music room, art room, library, parent resource center, and
main office. Both schools have an enrollment capacity of 300, but
the second school would be less crowded and would have a lower density
factor.
Calculation of Gross Square Feet per Student
A key measure in determining a school's density factor is the
gross square feet per student (GSF/student). This is the total square
footage of the schoolincluding all instructional and noninstructional
interior spacesdivided by the number of students enrolled
at the school. The only spaces not included in this calculation
are those used by nonschool programs, such as a community health
clinic or offices for central administration staff. The calculation
of GSF per student is shown as Formula 7.
Formula
7 |
Gross
Square Feet per Student
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Gross Square Feet per Student =
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Gross Square Footage of Building
Student Enrollment |
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The GSF/student measure is particularly useful when more detailed
or reliable capacity information is unavailable. School districts
usually know the gross size of a school and always have the current
student enrollment. However, a shortcoming with this measure is
that schools of the same size vary tremendously in design. A school
built with an open-plan design and a school with the double-loaded
corridors, small classrooms, and few support spaces that were typical
of the 1950s could have the same gross square footage and the same
enrollment, but one could feel crowded and the other one not because
of how differently their space is used.
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Instructional space is all space where there is direct instructional contact
between a student and a teacher.
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Net
Square Feet per Student
Some of the problems of comparing school density using gross square
footage are avoided by using the net square footage (NSF) of instructional
space. Instructional space is all space where there is direct instructional
contact between a student and a teacher. It includes certain types
of noncapacity, or unassigned spaces, such as elementary school
art and music rooms, libraries, and student project rooms. The calculation
of NSF per student is shown in Formula 8.
Formula
8 |
Net Square Feet
per Student
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Net Square Feet per Student =
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Net
Square Footage of Instructional Space
Student Enrollment |
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Operating expenditures and capital expenditures per student are
often used to measure the sufficiency of a district's resources
and the fairness of their distribution. School systems make facility
expenditures from both their operating and capital budgets. The
operating budget typically pays for cleaning, maintenance of school
buildings and grounds, and minor repairs. The capital budget covers
major facility improvements, design, and construction expenditures.
Capital funds are usually borrowed, whereas operating funds come
from taxes and state and federal allocations. It is useful to consider
operating and capital budget expenditures separately when evaluating
a district's facilities funding. The formulas to measure these expenditure
levels are shown in Formulas 8 through 10.
Formula
8a |
Maintenance
and Repair Expenditure per Student
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Maintenance and
Repair
Expenditure per Student = |
Total
Operating Expenditures for Maintenance
and Repairs in Local School(s)
Student Enrollment |
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Formula
8b |
Maintenance
and Repair Expenditure per Square Foot
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Maintenance and
Repair
Expenditure per Square Foot = |
Total
Operating Expenditures for Maintenance
and Repairs in Local School(s)
Gross Square Footage of Building(s) |
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Formula
9a |
Utility Expenditure
per Student
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Utility
Expenditure per Student = |
Total
Utility Expenditures in Local School(s)
Student Enrollment |
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Formula
9b |
Utility Expenditure
per Square Foot
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Utility Expenditure per Square Foot =
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Total
Utility Expenditures in Local School(s)
Gross Square Footage of Building(s) |
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Formula
10a |
Capital Expenditure
per Student
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Capital Expenditure per Student = |
Total Capital
Expenditures in Local School(s)
Student Enrollment |
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Formula
10b |
Capital Expenditure
per Square Foot
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Capital Expenditure per Square Foot = |
Total
Capital Expenditures in Local School(s)
Gross Square Footage of Building(s) |
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Measures of expenditures should always be looked at both on a
per-square-foot basis and on a per-student basis. In a relational
database, costs can be compiled and analyzed for the state, a school
district, a region within the district, by type of school (elementary,
middle, secondary), and for individual schools. This has become
particularly important in light of ongoing court challenges to perceived
inequities in school funding.
The following chapter provides definitions for the data elements
used to construct indicators of facility condition, design, utilization,
management, and funding.
Footnotes
6 Laurie Lewis, Kyle
Snow, Elizabeth Farris, Becky Smerdon, Stephanie Cronen, Jessica
Kaplan, Condition
of Americas Public School Facilities: 1999 (NCES 2000-032)
(Washington, DC: U.S. Department of Education, 2000).
7 Op. Cit.
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