将 UBound 用于 ParamArray 时出现值错误

Value Error when using UBound for ParamArray

我正在尝试编写一个函数来计算一个邮政编码与另一个邮政编码之间的最小距离。该函数应该接受一个邮政编码的经度和纬度,然后是一个包含所有邮政编码的经度和纬度信息的二维数组。这是我写的函数:

Public Function PassArray(Longitude As Double, Latitude As Double, ParamArray varValues() As Variant) As Double
    Dim arr() As Variant
    Dim x As Long
    For x = 1 To UBound(varValues(0), 1)
        ReDim Preserve arr(x)
        arr(UBound(arr)) = Sqr((Longitude - varValues(0)(x, 1)) ^ 2 + (Latitude - varValues(0)(x, 2)) ^ 2)
    Next x
    PassArray = WorksheetFunction.Min(arr)

我在尝试使用此功能时遇到 #Value! 错误。我检查了每一步,似乎 UBound(varValues(0), 1) 导致了问题。当我尝试 UBound(varValues) 它 returns 0 时,我猜它是参数数组的第一维上限?

我不明白为什么 UBound(varValues(0), 1) 不起作用。我认为它应该 return 我的经度和纬度数组的最后一行编号。

考虑@Mathieu Guindon 的评论并遵循这些思路:

Option Explicit

'ASSUMPTION: coordinatesArray is a 2D array with rows in dimension 1 and columns in dimension 2.
Public Function PassArray(longitude As Double, latitude As Double, coordinatesArray As Variant) As Double
    Dim rowLowerBound As Long
    Dim rowUpperBound As Long
    Dim x As Long

    'We're looking at coordinatesArray's first dimension (rows).
    'Let's consider both the lower and upper bounds, so as to adapt to the
    'configuration of coordinatesArray.
    rowLowerBound = LBound(coordinatesArray, 1)
    rowUpperBound = UBound(coordinatesArray, 1)

    'Dim arr upfront; this will be way faster than redimming within the loop.
    ReDim arr(rowLowerBound To rowUpperBound) As Double

    For x = rowLowerBound To rowUpperBound
       'Your calculations go here.
       'You can access coordinatesArray elements like so:
       'coordinatesArray(x, 1) for row x, column 1, and
       'coordinatesArray(x, 2) for row x, column 2.
       arr(x) = Sqr((longitude - coordinatesArray(x, 1)) ^ 2 + (latitude - coordinatesArray(x, 2)) ^ 2)
    Next x

    'Note that Application.WorksheetFunction.Min doesn't seem to care
    'whether arr is zero, one or n-based.
    PassArray = Application.WorksheetFunction.Min(arr)
End Function

请注意,我无法保证您的距离计算;可能适用于笛卡尔坐标,但不适用于 longitude/latitude.